def test_non_mean_field_bern_normal_elbo_gradient(enumerate1, pi1, pi2, pi3, include_z=True):
pyro.clear_param_store()
num_particles = 10000
def model():
with pyro.iarange("particles", num_particles):
q3 = pyro.param("q3", torch.tensor(pi3, requires_grad=True))
y = pyro.sample("y", dist.Bernoulli(q3).expand_by([num_particles]))
if include_z:
pyro.sample("z", dist.Normal(0.55 * y + q3, 1.0))
def guide():
q1 = pyro.param("q1", torch.tensor(pi1, requires_grad=True))
q2 = pyro.param("q2", torch.tensor(pi2, requires_grad=True))
with pyro.iarange("particles", num_particles):
y = pyro.sample("y", dist.Bernoulli(q1).expand_by([num_particles]), infer={"enumerate": enumerate1})
if include_z:
pyro.sample("z", dist.Normal(q2 * y + 0.10, 1.0))
logger.info("Computing gradients using surrogate loss")
elbo = TraceEnum_ELBO(max_iarange_nesting=1,
strict_enumeration_warning=any([enumerate1]))
elbo.loss_and_grads(model, guide)
actual_grad_q1 = pyro.param('q1').grad / num_particles
if include_z:
actual_grad_q2 = pyro.param('q2').grad / num_particles
actual_grad_q3 = pyro.param('q3').grad / num_particles
logger.info("Computing analytic gradients")
q1 = torch.tensor(pi1, requires_grad=True)
q2 = torch.tensor(pi2, requires_grad=True)
q3 = torch.tensor(pi3, requires_grad=True)
elbo = kl_divergence(dist.Bernoulli(q1), dist.Bernoulli(q3))
if include_z:
elbo = elbo + q1 * kl_divergence(dist.Normal(q2 + 0.10, 1.0), dist.Normal(q3 + 0.55, 1.0))
elbo = elbo + (1.0 - q1) * kl_divergence(dist.Normal(0.10, 1.0), dist.Normal(q3, 1.0))
expected_grad_q1, expected_grad_q2, expected_grad_q3 = grad(elbo, [q1, q2, q3])
else:
expected_grad_q1, expected_grad_q3 = grad(elbo, [q1, q3])
prec = 0.04 if enumerate1 is None else 0.02
assert_equal(actual_grad_q1, expected_grad_q1, prec=prec, msg="".join([
"\nq1 expected = {}".format(expected_grad_q1.data.cpu().numpy()),
"\nq1 actual = {}".format(actual_grad_q1.data.cpu().numpy()),
]))
if include_z:
assert_equal(actual_grad_q2, expected_grad_q2, prec=prec, msg="".join([
"\nq2 expected = {}".format(expected_grad_q2.data.cpu().numpy()),
"\nq2 actual = {}".format(actual_grad_q2.data.cpu().numpy()),
]))
assert_equal(actual_grad_q3, expected_grad_q3, prec=prec, msg="".join([
"\nq3 expected = {}".format(expected_grad_q3.data.cpu().numpy()),
"\nq3 actual = {}".format(actual_grad_q3.data.cpu().numpy()),
]))
def test_elbo_bern(quantity, enumerate1):
pyro.clear_param_store()
num_particles = 1 if enumerate1 else 10000
prec = 0.001 if enumerate1 else 0.1
q = pyro.param("q", torch.tensor(0.5, requires_grad=True))
kl = kl_divergence(dist.Bernoulli(q), dist.Bernoulli(0.25))
def model():
with pyro.iarange("particles", num_particles):
pyro.sample("z", dist.Bernoulli(0.25).expand_by([num_particles]))
@config_enumerate(default=enumerate1)
def guide():
q = pyro.param("q")
with pyro.iarange("particles", num_particles):
pyro.sample("z", dist.Bernoulli(q).expand_by([num_particles]))
elbo = TraceEnum_ELBO(max_iarange_nesting=1,
strict_enumeration_warning=any([enumerate1]))
if quantity == "loss":
actual = elbo.loss(model, guide) / num_particles
expected = kl.item()
assert_equal(actual, expected, prec=prec, msg="".join([
"\nexpected = {}".format(expected),
"\n actual = {}".format(actual),
]))
else:
elbo.loss_and_grads(model, guide)
actual = q.grad / num_particles
expected = grad(kl, [q])[0]
assert_equal(actual, expected, prec=prec, msg="".join([
"\nexpected = {}".format(expected.detach().cpu().numpy()),
"\n actual = {}".format(actual.detach().cpu().numpy()),
]))
def test_non_mean_field_bern_bern_elbo_gradient(enumerate1, pi1, pi2):
pyro.clear_param_store()
num_particles = 1 if enumerate1 else 20000
def model():
with pyro.iarange("particles", num_particles):
y = pyro.sample("y", dist.Bernoulli(0.33).expand_by([num_particles]))
pyro.sample("z", dist.Bernoulli(0.55 * y + 0.10))
def guide():
q1 = pyro.param("q1", torch.tensor(pi1, requires_grad=True))
q2 = pyro.param("q2", torch.tensor(pi2, requires_grad=True))
with pyro.iarange("particles", num_particles):
y = pyro.sample("y", dist.Bernoulli(q1).expand_by([num_particles]))
pyro.sample("z", dist.Bernoulli(q2 * y + 0.10))
logger.info("Computing gradients using surrogate loss")
elbo = TraceEnum_ELBO(max_iarange_nesting=1,
strict_enumeration_warning=any([enumerate1]))
elbo.loss_and_grads(model, config_enumerate(guide, default=enumerate1))
actual_grad_q1 = pyro.param('q1').grad / num_particles
actual_grad_q2 = pyro.param('q2').grad / num_particles
logger.info("Computing analytic gradients")
q1 = torch.tensor(pi1, requires_grad=True)
q2 = torch.tensor(pi2, requires_grad=True)
elbo = kl_divergence(dist.Bernoulli(q1), dist.Bernoulli(0.33))
elbo = elbo + q1 * kl_divergence(dist.Bernoulli(q2 + 0.10), dist.Bernoulli(0.65))
elbo = elbo + (1.0 - q1) * kl_divergence(dist.Bernoulli(0.10), dist.Bernoulli(0.10))
expected_grad_q1, expected_grad_q2 = grad(elbo, [q1, q2])
prec = 0.03 if enumerate1 is None else 0.001
assert_equal(actual_grad_q1, expected_grad_q1, prec=prec, msg="".join([
"\nq1 expected = {}".format(expected_grad_q1.data.cpu().numpy()),
"\nq1 actual = {}".format(actual_grad_q1.data.cpu().numpy()),
]))
assert_equal(actual_grad_q2, expected_grad_q2, prec=prec, msg="".join([
"\nq2 expected = {}".format(expected_grad_q2.data.cpu().numpy()),
"\nq2 actual = {}".format(actual_grad_q2.data.cpu().numpy()),
]))
def test_elbo_categoricals(enumerate1, enumerate2, enumerate3, max_iarange_nesting):
pyro.clear_param_store()
p1 = torch.tensor([0.6, 0.4])
p2 = torch.tensor([0.3, 0.3, 0.4])
p3 = torch.tensor([0.1, 0.2, 0.3, 0.4])
q1 = pyro.param("q1", torch.tensor([0.4, 0.6], requires_grad=True))
q2 = pyro.param("q2", torch.tensor([0.4, 0.3, 0.3], requires_grad=True))
q3 = pyro.param("q3", torch.tensor([0.4, 0.3, 0.2, 0.1], requires_grad=True))
def model():
pyro.sample("x1", dist.Categorical(p1))
pyro.sample("x2", dist.Categorical(p2))
pyro.sample("x3", dist.Categorical(p3))
def guide():
pyro.sample("x1", dist.Categorical(pyro.param("q1")), infer={"enumerate": enumerate1})
pyro.sample("x2", dist.Categorical(pyro.param("q2")), infer={"enumerate": enumerate2})
pyro.sample("x3", dist.Categorical(pyro.param("q3")), infer={"enumerate": enumerate3})
kl = (kl_divergence(dist.Categorical(q1), dist.Categorical(p1)) +
kl_divergence(dist.Categorical(q2), dist.Categorical(p2)) +
kl_divergence(dist.Categorical(q3), dist.Categorical(p3)))
expected_loss = kl.item()
expected_grads = grad(kl, [q1, q2, q3])
elbo = TraceEnum_ELBO(max_iarange_nesting=max_iarange_nesting,
strict_enumeration_warning=any([enumerate1, enumerate2, enumerate3]))
actual_loss = elbo.loss_and_grads(model, guide)
actual_grads = [q1.grad, q2.grad, q3.grad]
assert_equal(actual_loss, expected_loss, prec=0.001, msg="".join([
"\nexpected loss = {}".format(expected_loss),
"\n actual loss = {}".format(actual_loss),
]))
for actual_grad, expected_grad in zip(actual_grads, expected_grads):
assert_equal(actual_grad, expected_grad, prec=0.001, msg="".join([
"\nexpected grad = {}".format(expected_grad.detach().cpu().numpy()),
"\n actual grad = {}".format(actual_grad.detach().cpu().numpy()),
]))
def test_elbo_rsvi(enumerate1):
pyro.clear_param_store()
num_particles = 40000
prec = 0.01 if enumerate1 else 0.02
q = pyro.param("q", torch.tensor(0.5, requires_grad=True))
a = pyro.param("a", torch.tensor(1.5, requires_grad=True))
kl1 = kl_divergence(dist.Bernoulli(q), dist.Bernoulli(0.25))
kl2 = kl_divergence(dist.Gamma(a, 1.0), dist.Gamma(0.5, 1.0))
def model():
with pyro.iarange("particles", num_particles):
pyro.sample("z", dist.Bernoulli(0.25).expand_by([num_particles]))
pyro.sample("y", dist.Gamma(0.50, 1.0).expand_by([num_particles]))
@config_enumerate(default=enumerate1)
def guide():
q = pyro.param("q")
a = pyro.param("a")
with pyro.iarange("particles", num_particles):
pyro.sample("z", dist.Bernoulli(q).expand_by([num_particles]))
pyro.sample("y", ShapeAugmentedGamma(a, torch.tensor(1.0)).expand_by([num_particles]))
elbo = TraceEnum_ELBO(max_iarange_nesting=1,
strict_enumeration_warning=any([enumerate1]))
elbo.loss_and_grads(model, guide)
actual_q = q.grad / num_particles
expected_q = grad(kl1, [q])[0]
assert_equal(actual_q, expected_q, prec=prec, msg="".join([
"\nexpected q.grad = {}".format(expected_q.detach().cpu().numpy()),
"\n actual q.grad = {}".format(actual_q.detach().cpu().numpy()),
]))
actual_a = a.grad / num_particles
expected_a = grad(kl2, [a])[0]
assert_equal(actual_a, expected_a, prec=prec, msg="".join([
"\nexpected a.grad= {}".format(expected_a.detach().cpu().numpy()),
"\n actual a.grad = {}".format(actual_a.detach().cpu().numpy()),
]))
def test_elbo_iarange_iarange(outer_dim, inner_dim, enumerate1, enumerate2, enumerate3, enumerate4):
pyro.clear_param_store()
num_particles = 1 if all([enumerate1, enumerate2, enumerate3, enumerate4]) else 100000
q = pyro.param("q", torch.tensor(0.75, requires_grad=True))
p = 0.2693204236205713 # for which kl(Bernoulli(q), Bernoulli(p)) = 0.5
def model():
d = dist.Bernoulli(p)
with pyro.iarange("particles", num_particles):
context1 = pyro.iarange("outer", outer_dim, dim=-2)
context2 = pyro.iarange("inner", inner_dim, dim=-3)
pyro.sample("w", d.expand_by([num_particles]))
with context1:
pyro.sample("x", d.expand_by([outer_dim, num_particles]))
with context2:
pyro.sample("y", d.expand_by([inner_dim, 1, num_particles]))
with context1, context2:
pyro.sample("z", d.expand_by([inner_dim, outer_dim, num_particles]))
def guide():
d = dist.Bernoulli(pyro.param("q"))
with pyro.iarange("particles", num_particles):
context1 = pyro.iarange("outer", outer_dim, dim=-2)
context2 = pyro.iarange("inner", inner_dim, dim=-3)
pyro.sample("w", d.expand_by([num_particles]), infer={"enumerate": enumerate1})
with context1:
pyro.sample("x", d.expand_by([outer_dim, num_particles]), infer={"enumerate": enumerate2})
with context2:
pyro.sample("y", d.expand_by([inner_dim, 1, num_particles]), infer={"enumerate": enumerate3})
with context1, context2:
pyro.sample("z", d.expand_by([inner_dim, outer_dim, num_particles]), infer={"enumerate": enumerate4})
kl_node = kl_divergence(dist.Bernoulli(q), dist.Bernoulli(p))
kl = (1 + outer_dim + inner_dim + outer_dim * inner_dim) * kl_node
expected_loss = kl.item()
expected_grad = grad(kl, [q])[0]
elbo = TraceEnum_ELBO(max_iarange_nesting=3,
strict_enumeration_warning=any([enumerate1, enumerate2, enumerate3]))
actual_loss = elbo.loss_and_grads(model, guide) / num_particles
actual_grad = pyro.param('q').grad / num_particles
assert_equal(actual_loss, expected_loss, prec=0.1, msg="".join([
"\nexpected loss = {}".format(expected_loss),
"\n actual loss = {}".format(actual_loss),
]))
assert_equal(actual_grad, expected_grad, prec=0.1, msg="".join([
"\nexpected grad = {}".format(expected_grad.detach().cpu().numpy()),
"\n actual grad = {}".format(actual_grad.detach().cpu().numpy()),
]))
def test_elbo_irange_irange(outer_dim, inner_dim, enumerate1, enumerate2, enumerate3):
pyro.clear_param_store()
num_particles = 1 if all([enumerate1, enumerate2, enumerate3]) else 50000
q = pyro.param("q", torch.tensor(0.75, requires_grad=True))
p = 0.2693204236205713 # for which kl(Bernoulli(q), Bernoulli(p)) = 0.5
def model():
with pyro.iarange("particles", num_particles):
pyro.sample("x", dist.Bernoulli(p).expand_by([num_particles]))
inner_irange = pyro.irange("inner", outer_dim)
for i in pyro.irange("outer", inner_dim):
pyro.sample("y_{}".format(i), dist.Bernoulli(p).expand_by([num_particles]))
for j in inner_irange:
pyro.sample("z_{}_{}".format(i, j), dist.Bernoulli(p).expand_by([num_particles]))
def guide():
q = pyro.param("q")
with pyro.iarange("particles", num_particles):
pyro.sample("x", dist.Bernoulli(q).expand_by([num_particles]),
infer={"enumerate": enumerate1})
inner_irange = pyro.irange("inner", inner_dim)
for i in pyro.irange("outer", outer_dim):
pyro.sample("y_{}".format(i), dist.Bernoulli(q).expand_by([num_particles]),
infer={"enumerate": enumerate2})
for j in inner_irange:
pyro.sample("z_{}_{}".format(i, j), dist.Bernoulli(q).expand_by([num_particles]),
infer={"enumerate": enumerate3})
kl = (1 + outer_dim * (1 + inner_dim)) * kl_divergence(dist.Bernoulli(q), dist.Bernoulli(p))
expected_loss = kl.item()
expected_grad = grad(kl, [q])[0]
elbo = TraceEnum_ELBO(max_iarange_nesting=1,
strict_enumeration_warning=any([enumerate1, enumerate2, enumerate3]))
actual_loss = elbo.loss_and_grads(model, guide) / num_particles
actual_grad = pyro.param('q').grad / num_particles
assert_equal(actual_loss, expected_loss, prec=0.1, msg="".join([
"\nexpected loss = {}".format(expected_loss),
"\n actual loss = {}".format(actual_loss),
]))
assert_equal(actual_grad, expected_grad, prec=0.1, msg="".join([
"\nexpected grad = {}".format(expected_grad.detach().cpu().numpy()),
"\n actual grad = {}".format(actual_grad.detach().cpu().numpy()),
]))
def test_svi_enum(Elbo, irange_dim, enumerate1, enumerate2):
pyro.clear_param_store()
num_particles = 10
q = pyro.param("q", torch.tensor(0.75), constraint=constraints.unit_interval)
p = 0.2693204236205713 # for which kl(Bernoulli(q), Bernoulli(p)) = 0.5
def model():
pyro.sample("x", dist.Bernoulli(p))
for i in pyro.irange("irange", irange_dim):
pyro.sample("y_{}".format(i), dist.Bernoulli(p))
def guide():
q = pyro.param("q")
pyro.sample("x", dist.Bernoulli(q), infer={"enumerate": enumerate1})
for i in pyro.irange("irange", irange_dim):
pyro.sample("y_{}".format(i), dist.Bernoulli(q), infer={"enumerate": enumerate2})
kl = (1 + irange_dim) * kl_divergence(dist.Bernoulli(q), dist.Bernoulli(p))
expected_loss = kl.item()
expected_grad = grad(kl, [q.unconstrained()])[0]
inner_particles = 2
outer_particles = num_particles // inner_particles
elbo = TraceEnum_ELBO(max_iarange_nesting=0,
strict_enumeration_warning=any([enumerate1, enumerate2]),
num_particles=inner_particles)
actual_loss = sum(elbo.loss_and_grads(model, guide)
for i in range(outer_particles)) / outer_particles
actual_grad = q.unconstrained().grad / outer_particles
assert_equal(actual_loss, expected_loss, prec=0.3, msg="".join([
"\nexpected loss = {}".format(expected_loss),
"\n actual loss = {}".format(actual_loss),
]))
assert_equal(actual_grad, expected_grad, prec=0.5, msg="".join([
"\nexpected grad = {}".format(expected_grad.detach().cpu().numpy()),
"\n actual grad = {}".format(actual_grad.detach().cpu().numpy()),
]))
def test_elbo_berns(enumerate1, enumerate2, enumerate3):
pyro.clear_param_store()
num_particles = 1 if all([enumerate1, enumerate2, enumerate3]) else 10000
prec = 0.001 if all([enumerate1, enumerate2, enumerate3]) else 0.1
q = pyro.param("q", torch.tensor(0.75, requires_grad=True))
def model():
with pyro.iarange("particles", num_particles):
pyro.sample("x1", dist.Bernoulli(0.1).expand_by([num_particles]))
pyro.sample("x2", dist.Bernoulli(0.2).expand_by([num_particles]))
pyro.sample("x3", dist.Bernoulli(0.3).expand_by([num_particles]))
def guide():
q = pyro.param("q")
with pyro.iarange("particles", num_particles):
pyro.sample("x1", dist.Bernoulli(q).expand_by([num_particles]), infer={"enumerate": enumerate1})
pyro.sample("x2", dist.Bernoulli(q).expand_by([num_particles]), infer={"enumerate": enumerate2})
pyro.sample("x3", dist.Bernoulli(q).expand_by([num_particles]), infer={"enumerate": enumerate3})
kl = sum(kl_divergence(dist.Bernoulli(q), dist.Bernoulli(p)) for p in [0.1, 0.2, 0.3])
expected_loss = kl.item()
expected_grad = grad(kl, [q])[0]
elbo = TraceEnum_ELBO(max_iarange_nesting=1,
strict_enumeration_warning=any([enumerate1, enumerate2, enumerate3]))
actual_loss = elbo.loss_and_grads(model, guide) / num_particles
actual_grad = q.grad / num_particles
assert_equal(actual_loss, expected_loss, prec=prec, msg="".join([
"\nexpected loss = {}".format(expected_loss),
"\n actual loss = {}".format(actual_loss),
]))
assert_equal(actual_grad, expected_grad, prec=prec, msg="".join([
"\nexpected grads = {}".format(expected_grad.detach().cpu().numpy()),
"\n actual grads = {}".format(actual_grad.detach().cpu().numpy()),
]))
def elbo(self, x: torch.Tensor, p_dists: List, q_dists: List, lv_z: List,
lv_g: List, lv_bg: List, pa_recon: List) -> Tuple:
bs = x.size(0)
p_global_all, p_pres_given_g_probs_reshaped, \
p_where_given_g, p_depth_given_g, p_what_given_g, p_bg = p_dists
q_global_all, q_pres_given_x_and_g_probs_reshaped, \
q_where_given_x_and_g, q_depth_given_x_and_g, q_what_given_x_and_g, q_bg = q_dists
y, y_nobg, alpha_map, bg = pa_recon
if self.args.log.phase_nll:
# (bs, dim, num_cell, num_cell)
z_pres, _, z_depth, z_what, z_where_origin = lv_z
# (bs * num_cell * num_cell, dim)
z_pres_reshape = z_pres.permute(0, 2, 3,
1).reshape(-1,
self.args.z.z_pres_dim)
z_depth_reshape = z_depth.permute(0, 2, 3, 1).reshape(
-1, self.args.z.z_depth_dim)
z_what_reshape = z_what.permute(0, 2, 3,
1).reshape(-1,
self.args.z.z_what_dim)
z_where_origin_reshape = z_where_origin.permute(
0, 2, 3, 1).reshape(-1, self.args.z.z_where_dim)
# (bs, dim, 1, 1)
z_bg = lv_bg[0]
# (bs, step, dim, 1, 1)
z_g = lv_g[0]
else:
z_pres, _, _, _, z_where_origin = lv_z
z_pres_reshape = z_pres.permute(0, 2, 3,
1).reshape(-1,
self.args.z.z_pres_dim)
if self.args.train.p_pres_anneal_end_step != 0:
self.aux_p_pres_probs = linear_schedule_tensor(
self.args.train.global_step,
self.args.train.p_pres_anneal_start_step,
self.args.train.p_pres_anneal_end_step,
self.args.train.p_pres_anneal_start_value,
self.args.train.p_pres_anneal_end_value,
self.aux_p_pres_probs.device)
if self.args.train.aux_p_scale_anneal_end_step != 0:
aux_p_scale_mean = linear_schedule_tensor(
self.args.train.global_step,
self.args.train.aux_p_scale_anneal_start_step,
self.args.train.aux_p_scale_anneal_end_step,
self.args.train.aux_p_scale_anneal_start_value,
self.args.train.aux_p_scale_anneal_end_value,
self.aux_p_where_mean.device)
self.aux_p_where_mean[:, 0] = aux_p_scale_mean
auxiliary_prior_z_pres_probs = self.aux_p_pres_probs[None][
None, :].expand(bs * self.args.arch.num_cell**2, -1)
aux_kl_pres = kl_divergence_bern_bern(
q_pres_given_x_and_g_probs_reshaped, auxiliary_prior_z_pres_probs)
aux_kl_where = kl_divergence(
q_where_given_x_and_g,
self.aux_p_where) * z_pres_reshape.clamp(min=1e-5)
aux_kl_depth = kl_divergence(
q_depth_given_x_and_g,
self.aux_p_depth) * z_pres_reshape.clamp(min=1e-5)
aux_kl_what = kl_divergence(
q_what_given_x_and_g,
self.aux_p_what) * z_pres_reshape.clamp(min=1e-5)
kl_pres = kl_divergence_bern_bern(q_pres_given_x_and_g_probs_reshaped,
p_pres_given_g_probs_reshaped)
kl_where = kl_divergence(q_where_given_x_and_g, p_where_given_g)
kl_depth = kl_divergence(q_depth_given_x_and_g, p_depth_given_g)
kl_what = kl_divergence(q_what_given_x_and_g, p_what_given_g)
kl_global_all = kl_divergence(q_global_all, p_global_all)
if self.args.arch.phase_background:
kl_bg = kl_divergence(q_bg, p_bg)
aux_kl_bg = kl_divergence(q_bg, self.aux_p_bg)
else:
kl_bg = self.background.new_zeros(bs, 1)
aux_kl_bg = self.background.new_zeros(bs, 1)
log_like = Normal(y, self.args.const.likelihood_sigma).log_prob(x)
log_imp_list = []
if self.args.log.phase_nll:
log_pres_prior = z_pres_reshape * torch.log(p_pres_given_g_probs_reshaped + self.args.const.eps) + \
(1 - z_pres_reshape) * torch.log(1 - p_pres_given_g_probs_reshaped + self.args.const.eps)
log_pres_pos = z_pres_reshape * torch.log(q_pres_given_x_and_g_probs_reshaped + self.args.const.eps) + \
(1 - z_pres_reshape) * torch.log(
1 - q_pres_given_x_and_g_probs_reshaped + self.args.const.eps)
log_imp_pres = log_pres_prior - log_pres_pos
log_imp_depth = p_depth_given_g.log_prob(z_depth_reshape) - \
q_depth_given_x_and_g.log_prob(z_depth_reshape)
log_imp_what = p_what_given_g.log_prob(z_what_reshape) - \
q_what_given_x_and_g.log_prob(z_what_reshape)
log_imp_where = p_where_given_g.log_prob(z_where_origin_reshape) - \
q_where_given_x_and_g.log_prob(z_where_origin_reshape)
if self.args.arch.phase_background:
log_imp_bg = p_bg.log_prob(z_bg) - q_bg.log_prob(z_bg)
else:
log_imp_bg = x.new_zeros(bs, 1)
log_imp_g = p_global_all.log_prob(z_g) - q_global_all.log_prob(z_g)
log_imp_list = [
log_imp_pres.view(bs, self.args.arch.num_cell,
self.args.arch.num_cell,
-1).flatten(start_dim=1).sum(1),
log_imp_depth.view(bs, self.args.arch.num_cell,
self.args.arch.num_cell,
-1).flatten(start_dim=1).sum(1),
log_imp_what.view(bs, self.args.arch.num_cell,
self.args.arch.num_cell,
-1).flatten(start_dim=1).sum(1),
log_imp_where.view(bs, self.args.arch.num_cell,
self.args.arch.num_cell,
-1).flatten(start_dim=1).sum(1),
log_imp_bg.flatten(start_dim=1).sum(1),
log_imp_g.flatten(start_dim=1).sum(1),
]
return log_like.flatten(start_dim=1).sum(1), \
[
aux_kl_pres.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(
-1),
aux_kl_where.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(
-1),
aux_kl_depth.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(
-1),
aux_kl_what.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(
-1),
aux_kl_bg.flatten(start_dim=1).sum(-1),
kl_pres.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(-1),
kl_where.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(-1),
kl_depth.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(-1),
kl_what.view(bs, self.args.arch.num_cell, self.args.arch.num_cell, -1).flatten(start_dim=1).sum(-1),
kl_global_all.flatten(start_dim=2).sum(-1),
kl_bg.flatten(start_dim=1).sum(-1)
], log_imp_list
l2_sum = 0
kl_sum = 0
disc_inv_sum = 0
disc_latent_sum = 0
total_sum = 0
for i in range(args.samples_per_epoch):
x,target = next(train_loader)
x = x.cuda()
target = target.cuda()
z_inv,mu_logvar,hidden = dvml_model(x)
q_dist = utils.get_normal_from_params(mu_logvar)
p_dist = dist.Normal(0,1)
#KL Loss
kl_loss = dist.kl_divergence(q_dist,p_dist).sum(-1).mean()
#Discriminate invar
disc_inv_loss = triplet_loss(z_inv,target)
if phase1:
z_var = q_dist.sample()
z = z_inv + z_var
decoded = decoder_model(z.detach())
#l2_loss
l2_loss = F.mse_loss(hidden,decoded)
else:
z_var = q_dist.sample((20,))
z = z_inv[None] + z_var
decoded = decoder_model(z.reshape([-1,args.z_dims]))
decoded = decoded.reshape([20,-1,1024])
def train(self, batch: EpisodeBatch, t_env: int, episode_num: int):
# Get the relevant quantities
rewards = batch["reward"][:, :-1]
actions = batch["actions"][:, :-1]
terminated = batch["terminated"][:, :-1].float()
mask = batch["filled"][:, :-1].float()
mask[:, 1:] = mask[:, 1:] * (1 - terminated[:, :-1])
avail_actions = batch["avail_actions"]
# Calculate estimated Q-Values
# shape = (bs, self.n_agents, -1)
mac_out = []
mu_out = []
sigma_out = []
logits_out = []
m_sample_out = []
g_out = []
#reconstruct_losses = []
self.mac.init_hidden(batch.batch_size)
for t in range(batch.max_seq_length):
if self.args.comm and self.args.use_IB:
# agent_outs, (mu, sigma), logits, m_sample = self.mac.forward(batch, t=t)
# mu_out.append(mu)
# sigma_out.append(sigma)
# logits_out.append(logits)
# m_sample_out.append(m_sample)
#reconstruct_losses.append((info['reconstruct_loss']**2).sum())
agent_outs, info = self.mac.forward(batch, t=t)
mu_out.append(info['mu'])
sigma_out.append(info['sigma'])
logits_out.append(info['logits'])
m_sample_out.append(info['m_sample'])
else:
agent_outs = self.mac.forward(batch, t=t)
mac_out.append(agent_outs)
mac_out = th.stack(mac_out, dim=1) # Concat over time
if self.args.use_IB:
mu_out = th.stack(mu_out, dim=1)[:, :-1] # Concat over time
sigma_out = th.stack(sigma_out, dim=1)[:, :-1] # Concat over time
logits_out = th.stack(logits_out, dim=1)[:, :-1]
m_sample_out = th.stack(m_sample_out, dim=1)[:, :-1]
# Pick the Q-Values for the actions taken by each agent
chosen_action_qvals = th.gather(mac_out[:, :-1], dim=3, index=actions).squeeze(3) # Remove the last dim
# I believe that code up to here is right...
# Q values are right, the main issue is to calculate loss for message...
# Calculate the Q-Values necessary for the target
target_mac_out = []
self.target_mac.init_hidden(batch.batch_size)
for t in range(batch.max_seq_length):
if self.args.comm and self.args.use_IB:
#target_agent_outs, (target_mu, target_sigma), target_logits, target_m_sample = \
# self.target_mac.forward(batch, t=t)
target_agent_outs, target_info = self.target_mac.forward(batch, t=t)
else:
target_agent_outs = self.target_mac.forward(batch, t=t)
target_mac_out.append(target_agent_outs)
# label
label_target_max_out = th.stack(target_mac_out[:-1], dim=1)
label_target_max_out[avail_actions[:, :-1] == 0] = -9999999
label_target_actions = label_target_max_out.max(dim=3, keepdim=True)[1]
# We don't need the first timesteps Q-Value estimate for calculating targets
target_mac_out = th.stack(target_mac_out[1:], dim=1) # Concat across time
# Mask out unavailable actions
target_mac_out[avail_actions[:, 1:] == 0] = -9999999
# Max over target Q-Values
if self.args.double_q:
# Get actions that maximise live Q (for double q-learning)
mac_out_detach = mac_out.clone().detach()
mac_out_detach[avail_actions == 0] = -9999999
cur_max_actions = mac_out_detach[:, 1:].max(dim=3, keepdim=True)[1]
target_max_qvals = th.gather(target_mac_out, 3, cur_max_actions).squeeze(3)
else:
target_max_qvals = target_mac_out.max(dim=3)[0]
# Mix
if self.mixer is not None:
chosen_action_qvals = self.mixer(chosen_action_qvals, batch["state"][:, :-1])
target_max_qvals = self.target_mixer(target_max_qvals, batch["state"][:, 1:])
# Calculate 1-step Q-Learning targets
targets = rewards + self.args.gamma * (1 - terminated) * target_max_qvals
# Td-error
td_error = (chosen_action_qvals - targets.detach())
mask = mask.expand_as(td_error)
# 0-out the targets that came from padded data
masked_td_error = td_error * mask
# Normal L2 loss, take mean over actual data
loss = (masked_td_error ** 2).sum() / mask.sum()
if self.args.only_downstream or not self.args.use_IB:
expressiveness_loss = th.Tensor([0.])
compactness_loss = th.Tensor([0.])
entropy_loss = th.Tensor([0.])
comm_loss = th.Tensor([0.])
comm_beta = th.Tensor([0.])
comm_entropy_beta = th.Tensor([0.])
#rec_loss = sum(reconstruct_losses)
#loss += 0.01*rec_loss
else:
# ### Optimize message
# Message are controlled only by expressiveness and compactness loss.
# Compute cross entropy with target q values of the same time step
expressiveness_loss = 0
label_prob = th.gather(logits_out, 3, label_target_actions).squeeze(3)
expressiveness_loss += (-th.log(label_prob + 1e-6)).sum() / mask.sum()
# Compute KL divergence
compactness_loss = D.kl_divergence(D.Normal(mu_out, sigma_out), D.Normal(self.s_mu, self.s_sigma)).sum() / \
mask.sum()
# Entropy loss
entropy_loss = -D.Normal(self.s_mu, self.s_sigma).log_prob(m_sample_out).sum() / mask.sum()
# Gate loss
gate_loss = 0
# Total loss
comm_beta = self.get_comm_beta(t_env)
comm_entropy_beta = self.get_comm_entropy_beta(t_env)
comm_loss = expressiveness_loss + comm_beta * compactness_loss + comm_entropy_beta * entropy_loss
comm_loss *= self.args.c_beta
loss += comm_loss
comm_beta = th.Tensor([comm_beta])
comm_entropy_beta = th.Tensor([comm_entropy_beta])
# Optimise
self.optimiser.zero_grad()
loss.backward()
grad_norm = th.nn.utils.clip_grad_norm_(self.params, self.args.grad_norm_clip)
self.optimiser.step()
# Update target
if (episode_num - self.last_target_update_episode) / self.args.target_update_interval >= 1.0:
self._update_targets()
self.last_target_update_episode = episode_num
if t_env - self.log_stats_t >= self.args.learner_log_interval:
self.logger.log_stat("loss", loss.item(), t_env)
self.logger.log_stat("comm_loss", comm_loss.item(), t_env)
self.logger.log_stat("exp_loss", expressiveness_loss.item(), t_env)
self.logger.log_stat("comp_loss", compactness_loss.item(), t_env)
self.logger.log_stat("comm_beta", comm_beta.item(), t_env)
self.logger.log_stat("entropy_loss", entropy_loss.item(), t_env)
self.logger.log_stat("comm_beta", comm_beta.item(), t_env)
self.logger.log_stat("comm_entropy_beta", comm_entropy_beta.item(), t_env)
self.logger.log_stat("grad_norm", grad_norm, t_env)
mask_elems = mask.sum().item()
self.logger.log_stat("td_error_abs", (masked_td_error.abs().sum().item() / mask_elems), t_env)
self.logger.log_stat("q_taken_mean",
(chosen_action_qvals * mask).sum().item() / (mask_elems * self.args.n_agents), t_env)
self.logger.log_stat("target_mean", (targets * mask).sum().item() / (mask_elems * self.args.n_agents),
t_env)
#self.logger.log_stat("reconstruct_loss", rec_loss.item(), t_env)
self.log_stats_t = t_env
def run_epoch(experiment, network, optimizer, dataloader, config, use_tqdm = False, debug=False, plot=False):
cum_loss = 0.0
cum_param_loss = 0.0
cum_position_loss = 0.0
cum_velocity_loss = 0.0
num_samples=0.0
if use_tqdm:
t = tqdm(enumerate(dataloader), total=len(dataloader))
else:
t = enumerate(dataloader)
network.train() # This is important to call before training!
dataloaderlen = len(dataloader)
dev = next(network.parameters()).device # we are only doing single-device training for now, so this works fine.
dtype = next(network.parameters()).dtype # we are only doing single-device training for now, so this works fine.
loss_weights = config["loss_weights"]
positionerror = loss_functions.SquaredLpNormLoss().type(dtype).to(dev)
#_, _, _, _, _, _, sample_session_times,_,_ = dataloader.dataset[0]
bezier_order = network.bezier_order
d = network.output_dimension
for (i, imagedict) in t:
track_names = imagedict["track"]
input_images = imagedict["images"].type(dtype).to(device=dev)
batch_size = input_images.shape[0]
session_times = imagedict["session_times"].type(dtype).to(device=dev)
ego_positions = imagedict["ego_positions"].type(dtype).to(device=dev)
ego_velocities = imagedict["ego_velocities"].type(dtype).to(device=dev)
targets = ego_positions
dt = session_times[:,-1]-session_times[:,0]
s_torch_cur = (session_times - session_times[:,0,None])/dt[:,None]
M, controlpoints_fit = deepracing_models.math_utils.bezier.bezierLsqfit(targets, bezier_order, t = s_torch_cur)
Msquare = torch.square(M)
means, varfactors, covarfactors = network(input_images)
scale_trils = torch.diag_embed(varfactors) + torch.diag_embed(covarfactors, offset=-1)
covars = torch.matmul(scale_trils, scale_trils.transpose(2,3))
covars_expand = covars.unsqueeze(1).expand(batch_size, Msquare.shape[1], Msquare.shape[2], d, d)
poscovar = torch.sum(Msquare[:,:,:,None,None]*covars_expand, dim=2)
posmeans = torch.matmul(M, means)
initial_points = targets[:,0].unsqueeze(1)
final_points = (dt[:,None]*ego_velocities[:,0]).unsqueeze(1)
deltas = final_points - initial_points
ds = torch.linspace(0.0,1.0,steps=means.shape[1])
straight_lines = torch.cat([initial_points + t.item()*deltas for t in ds], dim=1)
priorscaletril = torch.diag_embed(torch.ones_like(straight_lines))
priorcurves = D.MultivariateNormal(controlpoints_fit, scale_tril=priorscaletril, validate_args=False)
distcurves = D.MultivariateNormal(means, scale_tril=scale_trils, validate_args=False)
distpos = D.MultivariateNormal(posmeans, covariance_matrix=poscovar, validate_args=False)
position_error = positionerror(posmeans, targets)
log_probs = distpos.log_prob(ego_positions)
NLL = torch.mean(-log_probs)
kl_divergences = D.kl_divergence(distcurves, priorcurves)
mean_kl = torch.mean(kl_divergences)
if debug and plot:
fig, (ax1, ax2) = plt.subplots(1, 2, sharey=False)
print("position_error: %f" % position_error.item() )
images_np = np.round(255.0*input_images[0].detach().cpu().numpy().copy().transpose(0,2,3,1)).astype(np.uint8)
#image_np_transpose=skimage.util.img_as_ubyte(images_np[-1].transpose(1,2,0))
# oap = other_agent_positions[other_agent_positions==other_agent_positions].view(1,-1,60,2)
# print(oap)
ims = []
for i in range(images_np.shape[0]):
ims.append([ax1.imshow(images_np[i])])
ani = animation.ArtistAnimation(fig, ims, interval=250, blit=True, repeat=True)
fit_points = torch.matmul(M, controlpoints_fit)
prior_points = torch.matmul(M, straight_lines)
# gt_points_np = ego_positions[0].detach().cpu().numpy().copy()
gt_points_np = targets[0].detach().cpu().numpy().copy()
pred_points_np = posmeans[0].detach().cpu().numpy().copy()
pred_control_points_np = means[0].detach().cpu().numpy().copy()
fit_points_np = fit_points[0].cpu().numpy().copy()
fit_control_points_np = controlpoints_fit[0].cpu().numpy().copy()
prior_points_np = prior_points[0].cpu().numpy().copy()
prior_control_points_np = straight_lines[0].cpu().numpy().copy()
ymin = np.min(np.hstack([gt_points_np[:,1], pred_points_np[:,1] ])) - 2.5
ymax = np.max(np.hstack([gt_points_np[:,1], pred_points_np[:,1] ])) + 2.5
xmin = np.min(np.hstack([gt_points_np[:,0], fit_points_np[:,0] ])) - 2.5
xmax = np.max(np.hstack([gt_points_np[:,0], fit_points_np[:,0] ]))
ax2.set_xlim(xmax,xmin)
ax2.set_ylim(ymin,ymax)
ax2.plot(gt_points_np[:,0],gt_points_np[:,1],'g+', label="Ground Truth Waypoints")
ax2.plot(pred_points_np[:,0],pred_points_np[:,1],'r-', label="Predicted Bézier Curve")
ax2.plot(prior_points_np[:,0],prior_points_np[:,1], label="Prior")
# ax2.plot(fit_points_np[:,0],fit_points_np[:,1],'b-', label="Best-fit Bézier Curve")
#ax2.scatter(fit_control_points_np[1:,0],fit_control_points_np[1:,1],c="b", label="Bézier Curve's Control Points")
# ax2.plot(pred_points_np[:,1],pred_points_np[:,0],'r-', label="Predicted Bézier Curve")
# ax2.scatter(pred_control_points_np[:,1],pred_control_points_np[:,0], c='r', label="Predicted Bézier Curve's Control Points")
plt.legend()
plt.show()
# loss = position_error
loss = loss_weights["position"]*position_error + loss_weights["nll"]*NLL + loss_weights["kl_divergence"]*mean_kl
#loss = loss_weights["position"]*position_error
optimizer.zero_grad()
loss.backward()
# Weight and bias updates.
optimizer.step()
# logging information
current_position_loss_float = float(position_error.item())
num_samples += 1.0
if not debug:
experiment.log_metric("current_position_loss", current_position_loss_float)
experiment.log_metric("logprob", NLL.item())
experiment.log_metric("kl_divergence", mean_kl.item())
if use_tqdm:
t.set_postfix({"current_position_loss" : current_position_loss_float})
def _kl_loss(self, prior_dist, post_dist):
# 1
return td.kl_divergence(prior_dist, post_dist).clamp(min=self.kl_free_nats).mean()
def _prod_prod(p, q):
assert p.n_dists == q.n_dists, "I need the same number of distributions"
return torch.cat([
kl_divergence(pi, qi).unsqueeze(-1)
for pi, qi in zip(p.distributions, q.distributions)
], -1).sum(-1)
def _kl_independent_independent(p, q):
if p.reinterpreted_batch_ndims != q.reinterpreted_batch_ndims:
raise NotImplementedError
result = kl_divergence(p.base_dist, q.base_dist)
return _sum_rightmost(result, p.reinterpreted_batch_ndims)
def learn( # type: ignore
self, batch: Batch, batch_size: int, repeat: int,
**kwargs: Any) -> Dict[str, List[float]]:
actor_losses, vf_losses, step_sizes, kls = [], [], [], []
for step in range(repeat):
for b in batch.split(batch_size, merge_last=True):
# optimize actor
# direction: calculate villia gradient
dist = self(b).dist # TODO could come from batch
ratio = (dist.log_prob(b.act) - b.logp_old).exp().float()
ratio = ratio.reshape(ratio.size(0), -1).transpose(0, 1)
actor_loss = -(ratio * b.adv).mean()
flat_grads = self._get_flat_grad(actor_loss,
self.actor,
retain_graph=True).detach()
# direction: calculate natural gradient
with torch.no_grad():
old_dist = self(b).dist
kl = kl_divergence(old_dist, dist).mean()
# calculate first order gradient of kl with respect to theta
flat_kl_grad = self._get_flat_grad(kl,
self.actor,
create_graph=True)
search_direction = -self._conjugate_gradients(
flat_grads, flat_kl_grad, nsteps=10)
# stepsize: calculate max stepsize constrained by kl bound
step_size = torch.sqrt(
2 * self._delta / (search_direction * self._MVP(
search_direction, flat_kl_grad)).sum(0, keepdim=True))
# stepsize: linesearch stepsize
with torch.no_grad():
flat_params = torch.cat([
param.data.view(-1)
for param in self.actor.parameters()
])
for i in range(self._max_backtracks):
new_flat_params = flat_params + step_size * search_direction
self._set_from_flat_params(self.actor, new_flat_params)
# calculate kl and if in bound, loss actually down
new_dist = self(b).dist
new_dratio = (new_dist.log_prob(b.act) -
b.logp_old).exp().float()
new_dratio = new_dratio.reshape(
new_dratio.size(0), -1).transpose(0, 1)
new_actor_loss = -(new_dratio * b.adv).mean()
kl = kl_divergence(old_dist, new_dist).mean()
if kl < self._delta and new_actor_loss < actor_loss:
if i > 0:
warnings.warn(f"Backtracking to step {i}.")
break
elif i < self._max_backtracks - 1:
step_size = step_size * self._backtrack_coeff
else:
self._set_from_flat_params(self.actor,
new_flat_params)
step_size = torch.tensor([0.0])
warnings.warn(
"Line search failed! It seems hyperparamters"
" are poor and need to be changed.")
# optimize citirc
for _ in range(self._optim_critic_iters):
value = self.critic(b.obs).flatten()
vf_loss = F.mse_loss(b.returns, value)
self.optim.zero_grad()
vf_loss.backward()
self.optim.step()
actor_losses.append(actor_loss.item())
vf_losses.append(vf_loss.item())
step_sizes.append(step_size.item())
kls.append(kl.item())
# update learning rate if lr_scheduler is given
if self.lr_scheduler is not None:
self.lr_scheduler.step()
return {
"loss/actor": actor_losses,
"loss/vf": vf_losses,
"step_size": step_sizes,
"kl": kls,
}
old_agent.load_state_dict(agent.state_dict())
aux_inds = np.arange(args.aux_batch_size, )
print("aux phase starts")
for auxiliary_update in range(1, args.e_auxiliary + 1):
np.random.shuffle(aux_inds)
for i, start in enumerate(
range(0, args.aux_batch_size, args.aux_minibatch_size)):
end = start + args.aux_minibatch_size
aux_minibatch_ind = aux_inds[start:end]
try:
m_aux_obs = aux_obs[aux_minibatch_ind].to(device)
m_aux_returns = aux_returns[aux_minibatch_ind].to(device)
new_values = agent.get_value(m_aux_obs).view(-1)
new_aux_values = agent.get_aux_value(m_aux_obs).view(-1)
kl_loss = td.kl_divergence(old_agent.get_pi(m_aux_obs),
agent.get_pi(m_aux_obs)).mean()
real_value_loss = 0.5 * (
(new_values - m_aux_returns)**2).mean()
aux_value_loss = 0.5 * (
(new_aux_values - m_aux_returns)**2).mean()
joint_loss = aux_value_loss + args.beta_clone * kl_loss
optimizer.zero_grad()
loss = (joint_loss + real_value_loss) / args.n_aux_grad_accum
loss.backward()
if (i + 1) % args.n_aux_grad_accum == 0:
nn.utils.clip_grad_norm_(agent.parameters(),
args.max_grad_norm)
optimizer.step()
except RuntimeError:
if __name__ == '__main__':
from pyro.distributions import Dirichlet, MultivariateNormal
from torch.distributions import kl_divergence
from distributions.mixture import Mixture
B, D1, D2 = 5, 3, 4
N = 1000
dist1 = MultivariateNormal(torch.zeros(D1), torch.eye(D1)).expand((B, ))
dist2 = Dirichlet(torch.ones(D2)).expand((B, ))
print(dist1.batch_shape, dist1.event_shape)
print(dist2.batch_shape, dist2.event_shape)
fact = Factorised([dist1, dist2])
print(fact.batch_shape, fact.event_shape)
samples = fact.rsample((N, ))
print(samples[0])
print(samples.shape)
logp = fact.log_prob(samples)
print(logp.shape)
entropy = fact.entropy()
print(entropy.shape)
print(entropy, -logp.mean())
print()
print(kl_divergence(fact, fact))
mixture = Mixture(torch.ones(B), fact)
samples = mixture.rsample((N, ))
logp = mixture.log_prob(samples)
print(samples.shape)
print(logp.shape)
def _kl_factorised_factorised(p: Factorised, q: Factorised):
return sum(
kl_divergence(p_factor, q_factor)
for p_factor, q_factor in zip(p.factors, q.factors))
def total_kld(posterior, prior=None):
if prior is None:
prior = standard_prior_like(posterior)
return torch.sum(kl_divergence(posterior, prior))
def forward(self,
x,
img_enc,
alpha_map_prop,
ids_prop,
lengths,
t,
eps=1e-15):
"""
:param z_what_prop: (bs, max_num_obj, dim)
:param z_where_prop: (bs, max_num_obj, 4)
:param z_pres_prop: (bs, max_num_obj, 1)
:param alpha_map_prop: (bs, 1, img_h, img_w)
"""
bs = x.size(0)
device = x.device
alpha_map_prop = alpha_map_prop.detach()
max_num_disc_obj = (self.max_num_obj - lengths).long()
self.prior_z_pres_prob = linear_annealing(
self.args.global_step, self.z_pres_anneal_start_step,
self.z_pres_anneal_end_step, self.z_pres_anneal_start_value,
self.z_pres_anneal_end_value, device)
# z_where: (bs * num_cell_h * num_cell_w, 4)
# z_pres, z_depth, z_pres_logits: (bs, dim, num_cell_h, num_cell_w)
z_where, z_pres, z_depth, z_where_mean, z_where_std, \
z_depth_mean, z_depth_std, z_pres_logits, z_pres_y, z_where_origin = self.ProposalNet(
img_enc, alpha_map_prop, self.args.tau, t, gen_pres_probs=x.new_ones(1) * self.args.gen_disc_pres_probs,
gen_depth_mean=self.prior_depth_mean, gen_depth_std=self.prior_depth_std,
gen_where_mean=self.prior_where_mean, gen_where_std=self.prior_where_std
)
num_cell_h, num_cell_w = z_pres.shape[2], z_pres.shape[3]
q_z_where = Normal(z_where_mean, z_where_std)
q_z_depth = Normal(z_depth_mean, z_depth_std)
z_pres_orgin = z_pres
if self.args.phase_generate and t >= self.args.observe_frames:
z_what_mean, z_what_std = self.prior_what_mean.view(1, 1).expand(bs * self.args.num_cell_h *
self.args.num_cell_w, z_what_dim), \
self.prior_what_std.view(1, 1).expand(bs * self.args.num_cell_h *
self.args.num_cell_w, z_what_dim)
x_att = x.new_zeros(1)
else:
# (bs * num_cell_h * num_cell_w, 3, glimpse_size, glimpse_size)
x_att = spatial_transform(
torch.stack(num_cell_h * num_cell_w * (x, ),
dim=1).view(-1, 3, img_h, img_w),
z_where,
(bs * num_cell_h * num_cell_w, 3, glimpse_size, glimpse_size),
inverse=False)
# (bs * num_cell_h * num_cell_w, dim)
z_what_mean, z_what_std = self.z_what_net(x_att)
z_what_std = F.softplus(z_what_std)
q_z_what = Normal(z_what_mean, z_what_std)
z_what = q_z_what.rsample()
# (bs * num_cell_h * num_cell_w, dim, glimpse_size, glimpse_size)
o_att, alpha_att = self.glimpse_dec(z_what)
# Rejection
if phase_rejection and t > 0:
alpha_map_raw = spatial_transform(
alpha_att,
z_where, (bs * num_cell_h * num_cell_w, 1, img_h, img_w),
inverse=True)
alpha_map_proposed = (alpha_map_raw > 0.3).float()
alpha_map_prop = (alpha_map_prop > 0.1).float().view(bs, 1, 1, img_h, img_w) \
.expand(-1, num_cell_h * num_cell_w, -1, -1, -1).contiguous().view(-1, 1, img_h, img_w)
alpha_map_intersect = alpha_map_proposed * alpha_map_prop
explained_ratio = alpha_map_intersect.view(bs * num_cell_h * num_cell_w, -1).sum(1) / \
(alpha_map_proposed.view(bs * num_cell_h * num_cell_w, -1).sum(1) + eps)
pres_mask = (explained_ratio <
self.args.explained_ratio_threshold).view(
bs, 1, num_cell_h, num_cell_w).float()
z_pres = z_pres * pres_mask
# The following "if" is useful only if you don't have high-memery GPUs, better to remove it if you do
if self.training and phase_obj_num_contrain:
z_pres = z_pres.view(bs, -1)
z_pres_threshold = z_pres.sort(
dim=1, descending=True)[0][torch.arange(bs), max_num_disc_obj]
z_pres_mask = (z_pres > z_pres_threshold.view(bs, -1)).float()
if self.args.phase_generate and t >= self.args.observe_frames:
z_pres_mask = x.new_zeros(z_pres_mask.size())
z_pres = z_pres * z_pres_mask
z_pres = z_pres.view(bs, 1, num_cell_h, num_cell_w)
alpha_att_hat = alpha_att * z_pres.view(-1, 1, 1, 1)
y_att = alpha_att_hat * o_att
# (bs * num_cell_h * num_cell_w, 3, img_h, img_w)
y_each_cell = spatial_transform(
y_att,
z_where, (bs * num_cell_h * num_cell_w, 3, img_h, img_w),
inverse=True)
# (bs * num_cell_h * num_cell_w, 1, glimpse_size, glimpse_size)
importance_map = alpha_att_hat * torch.sigmoid(-z_depth).view(
-1, 1, 1, 1)
# importance_map = -z_depth.view(-1, 1, 1, 1).expand_as(alpha_att_hat)
# (bs * num_cell_h * num_cell_w, 1, img_h, img_w)
importance_map_full_res = spatial_transform(
importance_map,
z_where, (bs * num_cell_h * num_cell_w, 1, img_h, img_w),
inverse=True)
# (bs * num_cell_h * num_cell_w, 1, img_h, img_w)
alpha_map = spatial_transform(
alpha_att_hat,
z_where, (bs * num_cell_h * num_cell_w, 1, img_h, img_w),
inverse=True)
# (bs * num_cell_h * num_cell_w, z_what_dim)
kl_z_what = kl_divergence(q_z_what, self.p_z_what) * z_pres_orgin.view(
-1, 1)
# (bs, num_cell_h * num_cell_w, z_what_dim)
kl_z_what = kl_z_what.view(-1, num_cell_h * num_cell_w, z_what_dim)
# (bs * num_cell_h * num_cell_w, z_depth_dim)
kl_z_depth = kl_divergence(q_z_depth, self.p_z_depth) * z_pres_orgin
# (bs, num_cell_h * num_cell_w, z_depth_dim)
kl_z_depth = kl_z_depth.view(-1, num_cell_h * num_cell_w, z_depth_dim)
# (bs, dim, num_cell_h, num_cell_w)
kl_z_where = kl_divergence(q_z_where, self.p_z_where) * z_pres_orgin
if phase_rejection and t > 0:
kl_z_pres = calc_kl_z_pres_bernoulli(
z_pres_logits, self.prior_z_pres_prob * pres_mask +
self.z_pres_masked_prior * (1 - pres_mask))
else:
kl_z_pres = calc_kl_z_pres_bernoulli(z_pres_logits,
self.prior_z_pres_prob)
kl_z_pres = kl_z_pres.view(-1, num_cell_h * num_cell_w, z_pres_dim)
########################################### Compute log importance ############################################
log_imp = x.new_zeros(bs, 1)
if not self.training and self.args.phase_nll:
z_pres_orgin_binary = (z_pres_orgin > 0.5).float()
# (bs * num_cell_h * num_cell_w, dim)
log_imp_what = (
self.p_z_what.log_prob(z_what) -
q_z_what.log_prob(z_what)) * z_pres_orgin_binary.view(-1, 1)
log_imp_what = log_imp_what.view(-1, num_cell_h * num_cell_w,
z_what_dim)
# (bs, dim, num_cell_h, num_cell_w)
log_imp_depth = (self.p_z_depth.log_prob(z_depth) -
q_z_depth.log_prob(z_depth)) * z_pres_orgin_binary
# (bs, dim, num_cell_h, num_cell_w)
log_imp_where = (
self.p_z_where.log_prob(z_where_origin) -
q_z_where.log_prob(z_where_origin)) * z_pres_orgin_binary
if phase_rejection and t > 0:
p_z_pres = self.prior_z_pres_prob * pres_mask + self.z_pres_masked_prior * (
1 - pres_mask)
else:
p_z_pres = self.prior_z_pres_prob
z_pres_binary = (z_pres > 0.5).float()
log_pres_prior = z_pres_binary * torch.log(p_z_pres + eps) + \
(1 - z_pres_binary) * torch.log(1 - p_z_pres + eps)
log_pres_pos = z_pres_binary * torch.log(torch.sigmoid(z_pres_logits) + eps) + \
(1 - z_pres_binary) * torch.log(1 - torch.sigmoid(z_pres_logits) + eps)
log_imp_pres = log_pres_prior - log_pres_pos
log_imp = log_imp_what.flatten(start_dim=1).sum(dim=1) + log_imp_depth.flatten(start_dim=1).sum(1) + \
log_imp_where.flatten(start_dim=1).sum(1) + log_imp_pres.flatten(start_dim=1).sum(1)
######################################## End of Compute log importance #########################################
# (bs, num_cell_h * num_cell_w)
ids = torch.arange(num_cell_h * num_cell_w).view(1, -1).expand(bs, -1).to(x.device).float() + \
ids_prop.max(dim=1, keepdim=True)[0] + 1
if self.args.log_phase:
self.log = {
'z_what': z_what,
'z_where': z_where,
'z_pres': z_pres,
'z_pres_logits': z_pres_logits,
'z_what_std': q_z_what.stddev,
'z_what_mean': q_z_what.mean,
'z_where_std': q_z_where.stddev,
'z_where_mean': q_z_where.mean,
'x_att': x_att,
'y_att': y_att,
'prior_z_pres_prob': self.prior_z_pres_prob.unsqueeze(0),
'o_att': o_att,
'alpha_att_hat': alpha_att_hat,
'alpha_att': alpha_att,
'y_each_cell': y_each_cell,
'z_depth': z_depth,
'z_depth_std': q_z_depth.stddev,
'z_depth_mean': q_z_depth.mean,
# 'importance_map_full_res_norm': importance_map_full_res_norm,
'z_pres_y': z_pres_y,
'ids': ids
}
else:
self.log = {}
return y_each_cell.view(bs, num_cell_h * num_cell_w, 3, img_h, img_w), \
alpha_map.view(bs, num_cell_h * num_cell_w, 1, img_h, img_w), \
importance_map_full_res.view(bs, num_cell_h * num_cell_w, 1, img_h, img_w), \
z_what.view(bs, num_cell_h * num_cell_w, -1), z_where.view(bs, num_cell_h * num_cell_w, -1), \
torch.zeros_like(z_where.view(bs, num_cell_h * num_cell_w, -1)), \
z_depth.view(bs, num_cell_h * num_cell_w, -1), z_pres.view(bs, num_cell_h * num_cell_w, -1), ids, \
kl_z_what.flatten(start_dim=1).sum(dim=1), \
kl_z_where.flatten(start_dim=1).sum(dim=1), \
kl_z_pres.flatten(start_dim=1).sum(dim=1), \
kl_z_depth.flatten(start_dim=1).sum(dim=1), \
log_imp, self.log
def train_from_torch(self, batch):
rewards = batch['rewards']
terminals = batch['terminals']
obs = batch['observations']
actions = batch['actions']
next_obs = batch['next_observations']
context = batch['context']
if self.reward_transform:
rewards = self.reward_transform(rewards)
if self.terminal_transform:
terminals = self.terminal_transform(terminals)
"""
Policy and Alpha Loss
"""
dist, p_z, task_z_with_grad = self.agent(
obs,
context,
return_latent_posterior_and_task_z=True,
)
task_z_detached = task_z_with_grad.detach()
new_obs_actions, log_pi = dist.rsample_and_logprob()
log_pi = log_pi.unsqueeze(1)
next_dist = self.agent(next_obs, context)
if self._debug_ignore_context:
task_z_with_grad = task_z_with_grad * 0
# flattens out the task dimension
t, b, _ = obs.size()
obs = obs.view(t * b, -1)
actions = actions.view(t * b, -1)
next_obs = next_obs.view(t * b, -1)
unscaled_rewards_flat = rewards.view(t * b, 1)
rewards_flat = unscaled_rewards_flat * self.reward_scale
terms_flat = terminals.view(t * b, 1)
if self.use_automatic_entropy_tuning:
alpha_loss = -(self.log_alpha *
(log_pi + self.target_entropy).detach()).mean()
self.alpha_optimizer.zero_grad()
alpha_loss.backward()
self.alpha_optimizer.step()
alpha = self.log_alpha.exp()
else:
alpha_loss = 0
alpha = self.alpha
"""
QF Loss
"""
if self.backprop_q_loss_into_encoder:
q1_pred = self.qf1(obs, actions, task_z_with_grad)
q2_pred = self.qf2(obs, actions, task_z_with_grad)
else:
q1_pred = self.qf1(obs, actions, task_z_detached)
q2_pred = self.qf2(obs, actions, task_z_detached)
# Make sure policy accounts for squashing functions like tanh correctly!
new_next_actions, new_log_pi = next_dist.rsample_and_logprob()
new_log_pi = new_log_pi.unsqueeze(1)
with torch.no_grad():
target_q_values = torch.min(
self.target_qf1(next_obs, new_next_actions, task_z_detached),
self.target_qf2(next_obs, new_next_actions, task_z_detached),
) - alpha * new_log_pi
q_target = rewards_flat + (
1. - terms_flat) * self.discount * target_q_values
qf1_loss = self.qf_criterion(q1_pred, q_target.detach())
qf2_loss = self.qf_criterion(q2_pred, q_target.detach())
"""
Context Encoder Loss
"""
if self._debug_use_ground_truth_context:
kl_div = kl_loss = ptu.zeros(0)
else:
kl_div = kl_divergence(p_z,
self.agent.latent_prior).mean(dim=0).sum()
kl_loss = self.kl_lambda * kl_div
if self.train_context_decoder:
# TODO: change to use a distribution
reward_pred = self.context_decoder(obs, actions, task_z_with_grad)
reward_prediction_loss = ((reward_pred -
unscaled_rewards_flat)**2).mean()
context_loss = kl_loss + reward_prediction_loss
else:
context_loss = kl_loss
reward_prediction_loss = ptu.zeros(1)
"""
Policy Loss
"""
qf1_new_actions = self.qf1(obs, new_obs_actions, task_z_detached)
qf2_new_actions = self.qf2(obs, new_obs_actions, task_z_detached)
q_new_actions = torch.min(
qf1_new_actions,
qf2_new_actions,
)
# Advantage-weighted regression
if self.vf_K > 1:
vs = []
for i in range(self.vf_K):
u = dist.sample()
q1 = self.qf1(obs, u, task_z_detached)
q2 = self.qf2(obs, u, task_z_detached)
v = torch.min(q1, q2)
# v = q1
vs.append(v)
v_pi = torch.cat(vs, 1).mean(dim=1)
else:
# v_pi = self.qf1(obs, new_obs_actions)
v1_pi = self.qf1(obs, new_obs_actions, task_z_detached)
v2_pi = self.qf2(obs, new_obs_actions, task_z_detached)
v_pi = torch.min(v1_pi, v2_pi)
u = actions
if self.awr_min_q:
q_adv = torch.min(q1_pred, q2_pred)
else:
q_adv = q1_pred
policy_logpp = dist.log_prob(u)
if self.use_automatic_beta_tuning:
buffer_dist = self.buffer_policy(obs)
beta = self.log_beta.exp()
kldiv = torch.distributions.kl.kl_divergence(dist, buffer_dist)
beta_loss = -1 * (beta *
(kldiv - self.beta_epsilon).detach()).mean()
self.beta_optimizer.zero_grad()
beta_loss.backward()
self.beta_optimizer.step()
else:
beta = self.beta_schedule.get_value(self._n_train_steps_total)
beta_loss = ptu.zeros(1)
score = q_adv - v_pi
if self.mask_positive_advantage:
score = torch.sign(score)
if self.clip_score is not None:
score = torch.clamp(score, max=self.clip_score)
weights = batch.get('weights', None)
if self.weight_loss and weights is None:
if self.normalize_over_batch == True:
weights = F.softmax(score / beta, dim=0)
elif self.normalize_over_batch == "whiten":
adv_mean = torch.mean(score)
adv_std = torch.std(score) + 1e-5
normalized_score = (score - adv_mean) / adv_std
weights = torch.exp(normalized_score / beta)
elif self.normalize_over_batch == "exp":
weights = torch.exp(score / beta)
elif self.normalize_over_batch == "step_fn":
weights = (score > 0).float()
elif self.normalize_over_batch == False:
weights = score
elif self.normalize_over_batch == 'uniform':
weights = F.softmax(ptu.ones_like(score) / beta, dim=0)
else:
raise ValueError(self.normalize_over_batch)
weights = weights[:, 0]
policy_loss = alpha * log_pi.mean()
if self.use_awr_update and self.weight_loss:
policy_loss = policy_loss + self.awr_weight * (
-policy_logpp * len(weights) * weights.detach()).mean()
elif self.use_awr_update:
policy_loss = policy_loss + self.awr_weight * (
-policy_logpp).mean()
if self.use_reparam_update:
policy_loss = policy_loss + self.train_reparam_weight * (
-q_new_actions).mean()
policy_loss = self.rl_weight * policy_loss
"""
Update networks
"""
if self._n_train_steps_total % self.q_update_period == 0:
if self.train_encoder_decoder:
self.context_optimizer.zero_grad()
if self.train_agent:
self.qf1_optimizer.zero_grad()
self.qf2_optimizer.zero_grad()
context_loss.backward(retain_graph=True)
# retain graph because the encoder is trained by both QF losses
qf1_loss.backward(retain_graph=True)
qf2_loss.backward()
if self.train_agent:
self.qf1_optimizer.step()
self.qf2_optimizer.step()
if self.train_encoder_decoder:
self.context_optimizer.step()
if self.train_agent:
if self._n_train_steps_total % self.policy_update_period == 0 and self.update_policy:
self.policy_optimizer.zero_grad()
policy_loss.backward()
self.policy_optimizer.step()
self._num_gradient_steps += 1
"""
Soft Updates
"""
if self._n_train_steps_total % self.target_update_period == 0:
ptu.soft_update_from_to(self.qf1, self.target_qf1,
self.soft_target_tau)
ptu.soft_update_from_to(self.qf2, self.target_qf2,
self.soft_target_tau)
"""
Save some statistics for eval
"""
if self._need_to_update_eval_statistics:
self._need_to_update_eval_statistics = False
"""
Eval should set this to None.
This way, these statistics are only computed for one batch.
"""
policy_loss = (log_pi - q_new_actions).mean()
self.eval_statistics['QF1 Loss'] = np.mean(ptu.get_numpy(qf1_loss))
self.eval_statistics['QF2 Loss'] = np.mean(ptu.get_numpy(qf2_loss))
self.eval_statistics['Policy Loss'] = np.mean(
ptu.get_numpy(policy_loss))
self.eval_statistics.update(
create_stats_ordered_dict(
'Q1 Predictions',
ptu.get_numpy(q1_pred),
))
self.eval_statistics.update(
create_stats_ordered_dict(
'Q2 Predictions',
ptu.get_numpy(q2_pred),
))
self.eval_statistics.update(
create_stats_ordered_dict(
'Q Targets',
ptu.get_numpy(q_target),
))
self.eval_statistics['task_embedding/kl_divergence'] = (
ptu.get_numpy(kl_div))
self.eval_statistics['task_embedding/kl_loss'] = (
ptu.get_numpy(kl_loss))
self.eval_statistics['task_embedding/reward_prediction_loss'] = (
ptu.get_numpy(reward_prediction_loss))
self.eval_statistics['task_embedding/context_loss'] = (
ptu.get_numpy(context_loss))
self.eval_statistics.update(
create_stats_ordered_dict(
'Log Pis',
ptu.get_numpy(log_pi),
))
self.eval_statistics.update(
create_stats_ordered_dict(
'rewards',
ptu.get_numpy(rewards),
))
self.eval_statistics.update(
create_stats_ordered_dict(
'terminals',
ptu.get_numpy(terminals),
))
policy_statistics = add_prefix(dist.get_diagnostics(), "policy/")
self.eval_statistics.update(policy_statistics)
self.eval_statistics.update(
create_stats_ordered_dict(
'Advantage Weights',
ptu.get_numpy(weights),
))
self.eval_statistics.update(
create_stats_ordered_dict(
'Advantage Score',
ptu.get_numpy(score),
))
self.eval_statistics['reparam_weight'] = self.train_reparam_weight
self.eval_statistics['num_gradient_steps'] = (
self._num_gradient_steps)
if self.use_automatic_entropy_tuning:
self.eval_statistics['Alpha'] = alpha.item()
self.eval_statistics['Alpha Loss'] = alpha_loss.item()
if self.use_automatic_beta_tuning:
self.eval_statistics.update({
"adaptive_beta/beta":
ptu.get_numpy(beta.mean()),
"adaptive_beta/beta loss":
ptu.get_numpy(beta_loss.mean()),
})
self._n_train_steps_total += 1
def kl_divergence(self):
return kl_divergence(self.W, self.W_prior)
def draw_message_distributions_tracker1_2d(mu, sigma, save_dir, azim):
# sigma *= torch.where(sigma<0.01, torch.ones(sigma.shape).cuda(), 10*torch.ones(sigma.shape).cuda())
mu = mu.view(-1, 2)
sigma = sigma.view(-1, 2)
s_mu = torch.Tensor([0.0, 0.0])
s_sigma = torch.Tensor([1.0, 1.0])
x = y = np.arange(100)
t = np.meshgrid(x, y)
d = D.Normal(s_mu, s_sigma)
d1 = D.Normal(mu[0], sigma[0])
d21 = D.Normal(mu[2], sigma[2])
d22 = D.Normal(mu[3], sigma[3])
d31 = D.Normal(mu[4], sigma[4])
d32 = D.Normal(mu[5], sigma[5])
print('Entropy')
print(d1.entropy().detach().cpu().numpy())
print(d21.entropy().detach().cpu().numpy())
print(d22.entropy().detach().cpu().numpy())
print(d31.entropy().detach().cpu().numpy())
print(d32.entropy().detach().cpu().numpy())
print('KL Divergence')
for tt_i in range(3):
d1 = D.Normal(mu[tt_i * 2 + 0], sigma[tt_i * 2 + 0])
d2 = D.Normal(mu[tt_i * 2 + 1], sigma[tt_i * 2 + 1])
print(tt_i,
D.kl_divergence(d1, d2).sum().detach().cpu().numpy(),
D.kl_divergence(d1, d).sum().detach().cpu().numpy(),
D.kl_divergence(d2, d).sum().detach().cpu().numpy(),
sigma[tt_i * 2 + 0].mean().detach().cpu().numpy(),
sigma[tt_i * 2 + 1].mean().detach().cpu().numpy())
# Numpy array of mu and sigma
s_mu_ = s_mu.detach().cpu().numpy()
mu_0 = mu[0].detach().cpu().numpy()
mu_2 = mu[2].detach().cpu().numpy()
mu_3 = mu[3].detach().cpu().numpy()
mu_4 = mu[4].detach().cpu().numpy()
mu_5 = mu[5].detach().cpu().numpy()
s_sigma_ = s_sigma.detach().cpu().numpy()
sigma_0 = sigma[0].detach().cpu().numpy()
sigma_2 = sigma[2].detach().cpu().numpy()
sigma_3 = sigma[3].detach().cpu().numpy()
sigma_4 = sigma[4].detach().cpu().numpy()
sigma_5 = sigma[5].detach().cpu().numpy()
# Print
print('mu and sigma')
print(mu_0, sigma_0)
print(mu_2, sigma_2)
print(mu_3, sigma_3)
print(mu_4, sigma_4)
print(mu_5, sigma_5)
# Create grid
x = np.linspace(-5, 5, 5000)
y = np.linspace(-5, 5, 5000)
X, Y = np.meshgrid(x, y)
pos = np.empty(X.shape + (2, ))
pos[:, :, 0] = X
pos[:, :, 1] = Y
rv = multivariate_normal(s_mu_, [[s_sigma[0], 0], [0, s_sigma[1]]])
# Agent 1
# Create multivariate normal
rv1 = multivariate_normal(mu_0, [[sigma_0[0], 0], [0, sigma_0[1]]])
# Make a 3D plot
fig = plt.figure()
ax = fig.gca(projection='3d')
ax.plot_surface(X,
Y,
rv.pdf(pos) + rv1.pdf(pos),
cmap='viridis',
linewidth=0)
ax.set_xlabel('X axis')
ax.set_ylabel('Y axis')
ax.set_zlabel('message')
plt.tight_layout()
plt.savefig(save_dir + 'agent1.png')
ax.view_init(elev=0., azim=azim)
plt.savefig(save_dir + ("agent1_0_%i.png" % int(azim)))
ax.view_init(elev=90., azim=0.)
plt.savefig(save_dir + "agent1_90_0.png")
# plt.show()
plt.close()
# Agent 2
# Create multivariate normal
rv21 = multivariate_normal(mu_2, [[sigma_2[0], 0], [0, sigma_2[1]]])
rv22 = multivariate_normal(mu_3, [[sigma_3[0], 0], [0, sigma_3[1]]])
# Make a 3D plot
fig = plt.figure()
ax = fig.gca(projection='3d')
ax.plot_surface(X,
Y,
rv.pdf(pos) + rv21.pdf(pos) + rv22.pdf(pos),
cmap='viridis',
linewidth=0)
ax.set_xlabel('X axis')
ax.set_ylabel('Y axis')
ax.set_zlabel('message')
plt.tight_layout()
plt.savefig(save_dir + 'agent2.png')
ax.view_init(elev=0., azim=azim)
plt.savefig(save_dir + ("agent2_0_%i.png" % int(azim)))
ax.view_init(elev=90., azim=0.)
plt.savefig(save_dir + "agent2_90_0.png")
# plt.show()
plt.close()
# Agent 3
rv31 = multivariate_normal(mu_4, [[sigma_4[0], 0], [0, sigma_4[1]]])
rv32 = multivariate_normal(mu_5, [[sigma_5[0], 0], [0, sigma_5[1]]])
# Make a 3D plot
fig = plt.figure()
ax = fig.gca(projection='3d')
ax.plot_surface(X,
Y,
rv.pdf(pos) + rv31.pdf(pos) + rv32.pdf(pos),
cmap='viridis',
linewidth=0)
ax.set_xlabel('X axis')
ax.set_ylabel('Y axis')
ax.set_zlabel('message')
plt.tight_layout()
plt.savefig(save_dir + 'agent3.png')
ax.view_init(elev=0., azim=azim)
plt.savefig(save_dir + ("agent3_0_%i.png" % int(azim)))
ax.view_init(elev=90., azim=0.)
plt.savefig(save_dir + "agent3_90_0.png")
# plt.show()
plt.close()
# Overall
# Make a 3D plot
fig = plt.figure()
ax = fig.gca(projection='3d')
ax.plot_surface(X,
Y,
rv.pdf(pos) + rv1.pdf(pos) + rv21.pdf(pos) +
rv22.pdf(pos) + rv31.pdf(pos) + rv32.pdf(pos),
cmap='viridis',
linewidth=0)
ax.set_xlabel('X axis')
ax.set_ylabel('Y axis')
ax.set_zlabel('message')
plt.tight_layout()
plt.savefig(save_dir + 'overall.png')
ax.view_init(elev=0., azim=azim)
plt.savefig(save_dir + ("overall_0_%i.png" % int(azim)))
ax.view_init(elev=90., azim=0.)
plt.savefig(save_dir + "overall_90_0.png")
# plt.show()
plt.close()
def div_from_prior(posterior):
prior = Normal(torch.zeros_like(posterior.loc),
torch.ones_like(posterior.scale))
return kl_divergence(posterior, prior).sum(dim=-1)
def embedding_loss(output, target, epoch_iter, n_iters_start=0, lambd=0.3):
# assert len(output) == 3 or len(output) == 5
# TODO: implement KL-div with Pytorch lib
# passar distribucio i sample. Distribucio es calcula abans. Use rsample, no te lies.
# G**2 es el numero de slots. Seria com el numero de timesteps, suposo. Hauria de deixar el batch i prou.
rec = output["rec"]
pred = output["pred"]
pred_rev = output["pred_rev"]
g = output["obs_rec_pred"]
posteriors = output["gauss_post"]
A = output["A"]
B = output["B"]
u = output["u"]
# Get bs, T, n_obj; and take order into account.
bs = rec.shape[0]
T = rec.shape[1]
device = rec.device
std_rec = .15
# local_geo_loss = torch.zeros(1)
if epoch_iter[
0] < n_iters_start: #TODO: Add rec loss in G with spectralnorm. fit_error
# lambd_lg = 1
lambd_fit_error = 1
lambd_hrank = 0.05
lambd_rec = 1
lambd_pred = 0.2
prior_pres_prob = 0.05
prior_g_mask_prob = 0.8
lambd_u = 0.1
lambd_I = 1
else:
# lambd_lg = 1
lambd_fit_error = 1
lambd_hrank = 0.2
lambd_rec = .7
lambd_pred = 1
prior_pres_prob = 0.1
prior_g_mask_prob = 0.4
lambd_u = 1
lambd_I = 1
'''Rec and pred losses'''
# Shape latent: [bs, T-n_timesteps+1, 1, 64, 64]
rec_distr = Normal(rec, std_rec)
logprob_rec = rec_distr.log_prob(target[:, -rec.shape[1]:])\
.flatten(start_dim=1).sum(1)
pred_distr = Normal(pred, std_rec)
logprob_pred = pred_distr.log_prob(target[:, -pred.shape[1]:])\
.flatten(start_dim=1).sum(1) # TODO: Check if correct.
pred_rev_distr = Normal(pred_rev, std_rec)
logprob_pred_rev = pred_rev_distr.log_prob(target[:, :pred_rev.shape[1]]) \
.flatten(start_dim=1).sum(1) # TODO: Check if correct.
kl_bern_loss = 0
'''G composition bernoulli KL div loss'''
# if "g_bern_logit" == any(output.keys()):
if output["g_bern_logit"] is not None:
g_mask_logit = output["g_bern_logit"] # TODO: Check shape
kl_g_mask_loss = kl_divergence_bern_bern(
g_mask_logit,
prior_pres_prob=torch.FloatTensor([prior_g_mask_prob
]).to(u_logit.device)).sum()
kl_bern_loss = kl_bern_loss + kl_g_mask_loss
'''Input bernoulli KL div loss'''
# if "u_bern_logit" == any(output.keys()):
if output["u_bern_logit"] is not None:
u_logit = output["u_bern_logit"]
kl_u_loss = kl_divergence_bern_bern(u_logit,
prior_pres_prob=torch.FloatTensor([
prior_pres_prob
]).to(u_logit.device)).sum()
kl_bern_loss = kl_bern_loss + kl_u_loss
l1_u = 0.
else:
'''Input sparsity loss
u: [bs, T, feat_dim]
'''
up_bound = 0.3
N_elem = u.shape[0]
l1_u_sparse = F.relu(l1_loss(u, torch.zeros_like(u)).mean() - up_bound)
# l1_u_diff_sparse = F.relu(l1_loss(u[:, :-1] - u[:, 1:], torch.zeros_like(u[:, 1:])).mean() - up_bound) * u.shape[0] * u.shape[1]
l1_u = lambd_u * l1_u_sparse * N_elem
# l1_u = lambd_u * l1_loss(u, torch.zeros_like(u)).mean()
'''Gaussian vectors KL div loss'''
posteriors = posteriors[:-1] # If only rec
prior = Normal(torch.zeros(1).to(device), torch.ones(1).to(device))
kl_loss = torch.stack([
kl_divergence(post, prior).flatten(start_dim=1).sum(1)
for post in posteriors
]).sum(0)
nelbo = (
kl_loss + kl_bern_loss - logprob_rec * lambd_rec -
logprob_pred * lambd_pred #TODO: There's a mismatch here?
- logprob_pred_rev * lambd_pred).mean()
'''Cycle consistency'''
if output["Ainv"] is not None:
A_inv = output["Ainv"]
cyc_conc_loss = cycle_consistency_loss(A, A_inv)
'''LSQ fit loss'''
# Note: only has correspondence if last frames of pred correspond to last frames of rec
g_rec, g_pred = g[:, :T], g[:, T:]
T_min = min(T, g_pred.shape[1])
fit_error = lambd_fit_error * mse_loss(g_rec[:, -T_min:],
g_pred[:, -T_min:]).sum()
'''Low rank G'''
# Option 1:
# T = g_for_koop.shape[1]
# n_timesteps = g_for_koop.shape[-1]
# g_for_koop = g_for_koop.permute(0, 2, 1, 3).reshape(-1, T-1, n_timesteps)
# h_rank_loss = 0
# reg_mask = torch.zeros_like(g_for_koop[..., :n_timesteps, :])
# ids = torch.arange(0, reg_mask.shape[-1])
# reg_mask[..., ids, ids] = 0.01
# for t in range(T-1-n_timesteps):
# logdet_H = torch.slogdet(g_for_koop[..., t:t+n_timesteps, :] + reg_mask)
# h_rank_loss = h_rank_loss + .01*(logdet_H[1]).mean()
# Option 2:
h_rank_loss = (
l1_loss(A, torch.zeros_like(A)).sum(-1).sum(-1).sum()
# + l1_loss(B, torch.zeros_like(B)).sum(-1).sum(-1).mean()
)
# h_rank_loss = (l1_loss(A, torch.zeros_like(A)).sum(-1).sum(-1).sum()
# + l1_loss(B, torch.zeros_like(B)).sum(-1).sum(-1).sum())
h_rank_loss = lambd_hrank * h_rank_loss
'''Input KL div.'''
# KL loss for gumbel-softmax. We should use increasing temperature for softmax. Check SPACE pres variable.
'''Local geometry loss'''
# g = g[:, :rec.shape[1]]
# local_geo_loss = lambd_lg * local_geo(g, target[:, -g.shape[1]:])
'''Total Loss'''
loss = (
nelbo + h_rank_loss + l1_u + fit_error + cyc_cons_loss
# + local_geo_loss
)
rec_mse = mse_loss(rec, target[:, -rec.shape[1]:]).mean(1).reshape(
bs, -1).flatten(start_dim=1).sum(1).mean()
pred_mse = mse_loss(pred, target[:, -pred.shape[1]:]).mean(1).reshape(
bs, -1).flatten(start_dim=1).sum(1).mean()
return loss, {
'Rec mse': rec_mse,
'Pred mse': pred_mse,
'KL Loss': kl_loss.mean(),
# 'Rec llik':logprob_rec.mean(),
# 'Pred llik':logprob_pred.mean(),
'Cycle consistency Loss': cyc_cons_loss,
'H rank Loss': h_rank_loss,
'Fit error': fit_error,
# 'G Pred Loss':fit_error,
# 'Local geo Loss':local_geo_loss,
# 'l1_u':l1_u,
}
def _kl_mv_diag_normal_mv_diag_normal(p, q):
return kl_divergence(p.distribution, q.distribution)
def kl_relaxed_one_hot_categorical(p, q):
p = Categorical(probs=p.probs)
q = Categorical(probs=q.probs)
return kl_divergence(p, q)
def forward(self, p_params, q_params=None, forced_latent=None,
use_mode=False, force_constant_output=False,
analytical_kl=False):
assert (forced_latent is None) or (not use_mode)
if self.transform_p_params:
p_params = self.conv_in_p(p_params)
else:
assert p_params.size(1) == 2 * self.c_vars
if q_params is not None:
q_params = self.conv_in_q(q_params)
mu_lv = q_params
else:
mu_lv = p_params
if forced_latent is None:
if use_mode:
z = torch.chunk(mu_lv, 2, dim=1)[0]
else:
z = normal_rsample(mu_lv)
else:
z = forced_latent
# Copy one sample (and distrib parameters) over the whole batch
if force_constant_output:
z = z[0:1].expand_as(z).clone()
p_params = p_params[0:1].expand_as(p_params).clone()
# Output of stochastic layer
out = self.conv_out(z)
kl_elementwise = kl_samplewise = kl_spatial_analytical = None
logprob_q = None
# Compute log p(z)
p_mu, p_lv = p_params.chunk(2, dim=1)
p = Normal(p_mu, (p_lv / 2).exp())
logprob_p = p.log_prob(z).sum((1, 2, 3))
if q_params is not None:
# Compute log q(z)
q_mu, q_lv = q_params.chunk(2, dim=1)
q = Normal(q_mu, (q_lv / 2).exp())
logprob_q = q.log_prob(z).sum((1, 2, 3))
# Compute KL (analytical or MC estimate)
if analytical_kl:
kl_elementwise = kl_divergence(q, p)
else:
kl_elementwise = kl_normal_mc(z, p_params, q_params)
kl_samplewise = kl_elementwise.sum((1, 2, 3))
# Compute spatial KL analytically (but conditioned on samples from
# previous layers)
kl_spatial_analytical = -0.5 * (1 + q_lv - q_mu.pow(2) - q_lv.exp())
kl_spatial_analytical = kl_spatial_analytical.sum(1)
data = {
'z': z,
'p_params': p_params,
'q_params': q_params,
'logprob_p': logprob_p,
'logprob_q': logprob_q,
'kl_elementwise': kl_elementwise,
'kl_samplewise': kl_samplewise,
'kl_spatial': kl_spatial_analytical,
}
return out, data
def forward(self, representation, viewpoint_query, image_query):
batch_size, _, *spatial_dims = image_query.shape
spatial_dims_scaled = tuple(np.array(spatial_dims) // self.scale)
kl = 0
# Increase dimensions
viewpoint_query = viewpoint_query.view(batch_size, -1, *[
1,
] * len(spatial_dims)).repeat(1, 1, *spatial_dims_scaled)
if representation.shape[2:] != spatial_dims_scaled:
representation = representation.view(batch_size, -1, *[
1,
] * len(spatial_dims)).repeat(1, 1, *spatial_dims_scaled)
# Reset hidden state
hidden_g = image_query.new_zeros(
(batch_size, self.h_channels, *spatial_dims_scaled))
hidden_i = image_query.new_zeros(
(batch_size, self.h_channels, *spatial_dims_scaled))
# Reset cell state
cell_g = image_query.new_zeros(
(batch_size, self.h_channels, *spatial_dims_scaled))
cell_i = image_query.new_zeros(
(batch_size, self.h_channels, *spatial_dims_scaled))
# better name for u?
u = image_query.new_zeros((batch_size, self.h_channels, *spatial_dims))
for i in range(self.core_repeat):
if self.core_shared:
current_generator_core = self.generator_core
current_inference_core = self.inference_core
else:
current_generator_core = self.generator_core[i]
current_inference_core = self.inference_core[i]
# Prior
o = self.prior_net(hidden_g)
prior_mu, prior_std_pseudo = torch.split(o, self.z_channels, dim=1)
prior = Normal(prior_mu, F.softplus(prior_std_pseudo))
# Inference state update
cell_i, hidden_i = current_inference_core(image_query,
viewpoint_query,
representation, cell_i,
hidden_i, hidden_g, u)
# Posterior
o = self.posterior_net(hidden_i)
posterior_mu, posterior_std_pseudo = torch.split(o,
self.z_channels,
dim=1)
posterior = Normal(posterior_mu, F.softplus(posterior_std_pseudo))
# Posterior sample
if self.training:
z = posterior.rsample()
else:
z = prior.loc
# Generator update
cell_g, hidden_g, u = current_generator_core(
viewpoint_query, representation, z, cell_g, hidden_g, u)
# Calculate KL-divergence
kl += kl_divergence(posterior, prior)
image_prediction = self.output_activation(self.observation_net(u))
return image_prediction, kl
def train(self, env_fn, policy, n_itr, normalize=None, logger=None):
if normalize != None:
policy.train()
else:
policy.train(0)
env = Vectorize([env_fn]) # this will be useful for parallelism later
if normalize is not None:
env = normalize(env)
mean, std = env.ob_rms.mean, np.sqrt(env.ob_rms.var + 1E-8)
policy.obs_mean = torch.Tensor(mean)
policy.obs_std = torch.Tensor(std)
policy.train(0)
env = Vectorize([env_fn])
old_policy = deepcopy(policy)
optimizer = optim.Adam(policy.parameters(), lr=self.lr, eps=self.eps)
start_time = time.time()
for itr in range(n_itr):
print("********** Iteration {} ************".format(itr))
sample_t = time.time()
if self.n_proc > 1:
print("doing multi samp")
batch = self.sample_parallel(env_fn, policy, self.num_steps,
300)
else:
batch = self._sample(env_fn, policy, self.num_steps,
300) #TODO: fix this
print("sample time: {:.2f} s".format(time.time() - sample_t))
observations, actions, returns, values = map(
torch.Tensor, batch.get())
advantages = returns - values
advantages = (advantages - advantages.mean()) / (advantages.std() +
self.eps)
minibatch_size = self.minibatch_size or advantages.numel()
print("timesteps in batch: %i" % advantages.numel())
old_policy.load_state_dict(
policy.state_dict()) # WAY faster than deepcopy
for _ in range(self.epochs):
losses = []
sampler = BatchSampler(SubsetRandomSampler(
range(advantages.numel())),
minibatch_size,
drop_last=True)
for indices in sampler:
indices = torch.LongTensor(indices)
obs_batch = observations[indices]
action_batch = actions[indices]
return_batch = returns[indices]
advantage_batch = advantages[indices]
values, pdf = policy.evaluate(obs_batch)
# TODO, move this outside loop?
with torch.no_grad():
_, old_pdf = old_policy.evaluate(obs_batch)
old_log_probs = old_pdf.log_prob(action_batch).sum(
-1, keepdim=True)
log_probs = pdf.log_prob(action_batch).sum(-1,
keepdim=True)
ratio = (log_probs - old_log_probs).exp()
cpi_loss = ratio * advantage_batch
clip_loss = ratio.clamp(1.0 - self.clip,
1.0 + self.clip) * advantage_batch
actor_loss = -torch.min(cpi_loss, clip_loss).mean()
critic_loss = 0.5 * (return_batch - values).pow(2).mean()
entropy_penalty = -self.entropy_coeff * pdf.entropy().mean(
)
# TODO: add ability to optimize critic and actor seperately, with different learning rates
optimizer.zero_grad()
(actor_loss + critic_loss + entropy_penalty).backward()
# Clip the gradient norm to prevent "unlucky" minibatches from
# causing pathalogical updates
torch.nn.utils.clip_grad_norm_(policy.parameters(),
self.grad_clip)
optimizer.step()
losses.append([
actor_loss.item(),
pdf.entropy().mean().item(),
critic_loss.item(),
ratio.mean().item()
])
# TODO: add verbosity arguments to suppress this
print(' '.join(["%g" % x for x in np.mean(losses, axis=0)]))
# Early stopping
if kl_divergence(pdf, old_pdf).mean() > 0.02:
print("Max kl reached, stopping optimization early.")
break
if logger is not None:
test = self.sample(env,
policy,
800 // self.n_proc,
400,
deterministic=True)
_, pdf = policy.evaluate(observations)
_, old_pdf = old_policy.evaluate(observations)
entropy = pdf.entropy().mean().item()
kl = kl_divergence(pdf, old_pdf).mean().item()
logger.record("Return (test)", np.mean(test.ep_returns))
logger.record("Return (batch)", np.mean(batch.ep_returns))
logger.record("Mean Eplen", np.mean(batch.ep_lens))
logger.record("Mean KL Div", kl)
logger.record("Mean Entropy", entropy)
logger.dump()
# TODO: add option for how often to save model
# if itr % 10 == 0:
if np.mean(test.ep_returns) > self.max_return:
self.max_return = np.mean(test.ep_returns)
self.save(policy, env)
self.save_optim(optimizer)
print("Total time: {:.2f} s".format(time.time() - start_time))
def test_non_empty_bit_vector(batch_shape=tuple(), K=3):
assert K<= 10, "I test against explicit enumeration, K>10 might be too slow for that"
# Uniform
F = NonEmptyBitVector(torch.zeros(batch_shape + (K,)))
# Shapes
assert F.batch_shape == batch_shape, "NonEmptyBitVector has the wrong batch_shape"
assert F.dim == K, "NonEmptyBitVector has the wrong dim"
assert F.event_shape == (K,), "NonEmptyBitVector has the wrong event_shape"
assert F.scores.shape == batch_shape + (K,), "NonEmptyBitVector.score has the wrong shape"
assert F.arc_weight.shape == batch_shape + (K+1,3,3), "NonEmptyBitVector.arc_weight has the wrong shape"
assert F.state_value.shape == batch_shape + (K+2,3), "NonEmptyBitVector.state_value has the wrong shape"
assert F.state_rvalue.shape == batch_shape + (K+2,3), "NonEmptyBitVector.state_rvalue has the wrong shape"
# shape: [num_faces] + batch_shape + [K]
support = F.enumerate_support()
# test shape of support
assert support.shape == (2**K-1,) + batch_shape + (K,), "The support has the wrong shape"
assert F.expand((2,3) + batch_shape).batch_shape == (2,3) + batch_shape, "Bad expand batch_shape"
assert F.expand((2,3) + batch_shape).event_shape == (K,), "Bad expand event_shape"
assert F.expand((2,3) + batch_shape).sample().shape == (2,3) + batch_shape + (K,), "Bad expand single sample"
assert F.expand((2,3) + batch_shape).sample((13,)).shape == (13,2,3) + batch_shape + (K,), "Bad expand multiple samples"
# Constraints
assert (support.sum(-1) > 0).all(), "The support has an empty bit vector"
for _ in range(100): # testing one sample at a time
assert F.sample().sum(-1).all(), "I found an empty vector"
# testing a batch of samples
assert F.sample((100,)).sum(-1).all(), "I found an empty vector"
# testing a complex batch of samples
assert F.sample((2, 100,)).sum(-1).all(), "I found an empty vector"
# Distribution
# check for uniform probabilities
assert torch.isclose(F.log_prob(support).exp(), torch.tensor(1./F.support_size)).all(), "Non-uniform"
# check for uniform marginal probabilities
assert torch.isclose(F.sample((10000,)).float().mean(0), support.mean(0), atol=1e-1).all(), "Bad MC marginals"
assert torch.isclose(F.marginals(), support.mean(0)).all(), "Bad exact marginals"
# Entropy
# [num_faces, B]
log_prob = F.log_prob(support)
assert torch.isclose(F.entropy(), (-(log_prob.exp() * log_prob).sum(0)), atol=1e-2).all(), "Problem in the entropy DP"
# Non-Uniform
# Entropy
P = NonEmptyBitVector(td.Normal(torch.zeros(batch_shape + (K,)), torch.ones(batch_shape + (K,))).sample())
log_p = P.log_prob(support)
assert torch.isclose(P.entropy(), (-(log_p.exp() * log_p).sum(0)), atol=1e-2).all(), "Problem in the entropy DP"
# Cross-Entropy
Q = NonEmptyBitVector(td.Normal(torch.zeros(batch_shape + (K,)), torch.ones(batch_shape + (K,))).sample())
log_q = Q.log_prob(support)
assert torch.isclose(P.cross_entropy(Q), -(log_p.exp() * log_q).sum(0), atol=1e-2).all(), "Problem in the cross-entropy DP"
# KL
assert torch.isclose(td.kl_divergence(P, Q), (log_p.exp() * (log_p - log_q)).sum(0), atol=1e-2).all(), "Problem in KL"
# Constraints
for _ in range(100): # testing one sample at a time
assert P.sample().sum(-1).all(), "I found an empty vector"
assert Q.sample().sum(-1).all(), "I found an empty vector"
# testing a batch of samples
assert P.sample((100,)).sum(-1).all(), "I found an empty vector"
assert Q.sample((100,)).sum(-1).all(), "I found an empty vector"
# testing a complex batch of samples
assert P.sample((2, 100,)).sum(-1).all(), "I found an empty vector"
assert Q.sample((2, 100,)).sum(-1).all(), "I found an empty vector"
def update(self, policy, old_policy, optimizer, observations, actions,
returns, advantages, env_fn):
env = env_fn()
mirror_observation = env.mirror_observation
mirror_action = env.mirror_action
minibatch_size = self.minibatch_size or advantages.numel()
for _ in range(self.epochs):
losses = []
sampler = BatchSampler(SubsetRandomSampler(
range(advantages.numel())),
minibatch_size,
drop_last=True)
for indices in sampler:
indices = torch.LongTensor(indices)
obs_batch = observations[indices]
# obs_batch = torch.cat(
# [obs_batch,
# obs_batch @ torch.Tensor(env.obs_symmetry_matrix)]
# ).detach()
action_batch = actions[indices]
# action_batch = torch.cat(
# [action_batch,
# action_batch @ torch.Tensor(env.action_symmetry_matrix)]
# ).detach()
return_batch = returns[indices]
# return_batch = torch.cat(
# [return_batch,
# return_batch]
# ).detach()
advantage_batch = advantages[indices]
# advantage_batch = torch.cat(
# [advantage_batch,
# advantage_batch]
# ).detach()
values, pdf = policy.evaluate(obs_batch)
# TODO, move this outside loop?
with torch.no_grad():
_, old_pdf = old_policy.evaluate(obs_batch)
old_log_probs = old_pdf.log_prob(action_batch).sum(
-1, keepdim=True)
log_probs = pdf.log_prob(action_batch).sum(-1, keepdim=True)
ratio = (log_probs - old_log_probs).exp()
cpi_loss = ratio * advantage_batch
clip_loss = ratio.clamp(1.0 - self.clip,
1.0 + self.clip) * advantage_batch
actor_loss = -torch.min(cpi_loss, clip_loss).mean()
critic_loss = 0.5 * (return_batch - values).pow(2).mean()
# Mirror Symmetry Loss
_, deterministic_actions = policy(obs_batch)
_, mirror_actions = policy(mirror_observation(obs_batch))
mirror_actions = mirror_action(mirror_actions)
mirror_loss = 4 * (deterministic_actions -
mirror_actions).pow(2).mean()
entropy_penalty = -self.entropy_coeff * pdf.entropy().mean()
# TODO: add ability to optimize critic and actor seperately, with different learning rates
optimizer.zero_grad()
(actor_loss + critic_loss + mirror_loss +
entropy_penalty).backward()
# Clip the gradient norm to prevent "unlucky" minibatches from
# causing pathalogical updates
torch.nn.utils.clip_grad_norm_(policy.parameters(),
self.grad_clip)
optimizer.step()
losses.append([
actor_loss.item(),
pdf.entropy().mean().item(),
critic_loss.item(),
ratio.mean().item(),
mirror_loss.item()
])
# TODO: add verbosity arguments to suppress this
print(' '.join(["%g" % x for x in np.mean(losses, axis=0)]))
# Early stopping
if kl_divergence(pdf, old_pdf).mean() > 0.02:
print("Max kl reached, stopping optimization early.")
break
def forward(self, *inputs: Tensor, **kwargs
) -> Tuple[List[MultivariateNormal], Tensor]:
"""Forward propagate the model.
Parameters
----------
inputs: Tensor.
output_sequence: Tensor.
Tensor of output data [batch_size x sequence_length x dim_outputs].
input_sequence: Tensor.
Tensor of input data [batch_size x sequence_length x dim_inputs].
Returns
-------
output_distribution: List[Normal].
List of length sequence_length of distributions of size
[batch_size x dim_outputs x num_particles]
"""
output_sequence, input_sequence = inputs
num_particles = self.num_particles
# dim_states = self.dim_states
batch_size, sequence_length, dim_inputs = input_sequence.shape
_, _, dim_outputs = output_sequence.shape
################################################################################
# SAMPLE GP #
################################################################################
self.forward_model.resample()
self.backward_model.resample()
################################################################################
# PERFORM Backward Pass #
################################################################################
if self.training:
output_distribution = self.backward(output_sequence, input_sequence)
################################################################################
# Initial State #
################################################################################
state = self.recognition(output_sequence[:, :self.recognition.length],
input_sequence[:, :self.recognition.length],
num_particles=num_particles)
################################################################################
# PREDICT Outputs #
################################################################################
outputs = []
y_pred = self.emissions(state)
outputs.append(MultivariateNormal(y_pred.loc.detach(),
y_pred.covariance_matrix.detach()))
################################################################################
# INITIALIZE losses #
################################################################################
# entropy = torch.tensor(0.)
if self.training:
output_distribution.pop(0)
# entropy += y_tilde.entropy().mean() / sequence_length
y = output_sequence[:, 0].expand(num_particles, batch_size, dim_outputs
).permute(1, 2, 0)
log_lik = y_pred.log_prob(y).sum(dim=1).mean() # type: torch.Tensor
l2 = ((y_pred.loc - y) ** 2).sum(dim=1).mean() # type: torch.Tensor
kl_cond = torch.tensor(0.)
for t in range(sequence_length - 1):
############################################################################
# PREDICT Next State #
############################################################################
u = input_sequence[:, t].expand(num_particles, batch_size, dim_inputs)
u = u.permute(1, 2, 0) # Move last component to end.
state_samples = state.rsample()
state_input = torch.cat((state_samples, u), dim=1)
next_f = self.forward_model(state_input)
next_state = self.transitions(next_f)
next_state.loc += state_samples
if self.independent_particles:
next_state = diagonal_covariance(next_state)
############################################################################
# CONDITION Next State #
############################################################################
if self.training:
y_tilde = output_distribution.pop(0)
p_next_state = next_state
next_state = self._condition(next_state, y_tilde)
kl_cond += kl_divergence(next_state, p_next_state).mean()
############################################################################
# RESAMPLE State #
############################################################################
state = next_state
############################################################################
# PREDICT Outputs #
############################################################################
y_pred = self.emissions(state)
outputs.append(y_pred)
############################################################################
# COMPUTE Losses #
############################################################################
y = output_sequence[:, t + 1].expand(
num_particles, batch_size, dim_outputs).permute(1, 2, 0)
log_lik += y_pred.log_prob(y).sum(dim=1).mean()
l2 += ((y_pred.loc - y) ** 2).sum(dim=1).mean()
# entropy += y_tilde.entropy().mean() / sequence_length
assert len(outputs) == sequence_length
# if self.training:
# del output_distribution
################################################################################
# Compute model KL divergences Divergences #
################################################################################
factor = 1 # batch_size / self.dataset_size
kl_uf = self.forward_model.kl_divergence()
kl_ub = self.backward_model.kl_divergence()
if self.forward_model.independent:
kl_uf *= sequence_length
if self.backward_model.independent:
kl_ub *= sequence_length
kl_cond = kl_cond * self.loss_factors['kl_conditioning'] * factor
kl_ub = kl_ub * self.loss_factors['kl_u'] * factor
kl_uf = kl_uf * self.loss_factors['kl_u'] * factor
if self.loss_key.lower() == 'loglik':
loss = -log_lik
elif self.loss_key.lower() == 'elbo':
loss = -(log_lik - kl_uf - kl_ub - kl_cond)
if kwargs.get('print', False):
str_ = 'elbo: {}, log_lik: {}, kluf: {}, klub: {}, klcond: {}'
print(str_.format(loss.item(), log_lik.item(), kl_uf.item(),
kl_ub.item(), kl_cond.item()))
elif self.loss_key.lower() == 'l2':
loss = l2
elif self.loss_key.lower() == 'rmse':
loss = torch.sqrt(l2)
else:
raise NotImplementedError("Key {} not implemented".format(self.loss_key))
return outputs, loss
def kld_loss(self, encoded_distribution):
prior = Normal(torch.zeros_like(encoded_distribution.mean),
torch.ones_like(encoded_distribution.variance))
kld = kl_divergence(encoded_distribution, prior).sum(dim=1)
return kld
np.random.shuffle(aux_inds)
for i, start in enumerate(
range(0, args.aux_batch_size, args.aux_minibatch_size)):
end = start + args.aux_minibatch_size
aux_minibatch_ind = aux_inds[start:end]
try:
m_aux_obs = aux_obs[aux_minibatch_ind].to(device)
m_aux_returns = aux_returns[aux_minibatch_ind].to(device)
new_pi, new_values, new_aux_values = agent.get_pi_value_and_aux_value(
m_aux_obs)
new_values = new_values.view(-1)
new_aux_values = new_aux_values.view(-1)
with torch.no_grad():
old_pi = old_agent.get_pi(m_aux_obs)
kl_loss = td.kl_divergence(old_pi, new_pi).mean()
real_value_loss = 0.5 * (
(new_values - m_aux_returns)**2).mean()
aux_value_loss = 0.5 * (
(new_aux_values - m_aux_returns)**2).mean()
joint_loss = aux_value_loss + args.beta_clone * kl_loss
optimizer.zero_grad()
loss = (joint_loss + real_value_loss) / args.n_aux_grad_accum
loss.backward()
if (i + 1) % args.n_aux_grad_accum == 0:
nn.utils.clip_grad_norm_(agent.parameters(),
args.max_grad_norm)
optimizer.step()
def train(self, env_fn, policy, n_itr, logger=None):
old_policy = deepcopy(policy)
optimizer = optim.Adam(policy.parameters(), lr=self.lr, eps=self.eps)
start_time = time.time()
for itr in range(n_itr):
print("********** Iteration {} ************".format(itr))
sample_start = time.time()
batch = self.sample_parallel(env_fn, policy, self.num_steps,
self.max_traj_len)
print("time elapsed: {:.2f} s".format(time.time() - start_time))
print("sample time elapsed: {:.2f} s".format(time.time() -
sample_start))
observations, actions, returns, values = map(
torch.Tensor, batch.get())
advantages = returns - values
advantages = (advantages - advantages.mean()) / (advantages.std() +
self.eps)
minibatch_size = self.minibatch_size or advantages.numel()
print("timesteps in batch: %i" % advantages.numel())
old_policy.load_state_dict(
policy.state_dict()) # WAY faster than deepcopy
optimizer_start = time.time()
self.update(policy, old_policy, optimizer, observations, actions,
returns, advantages, env_fn)
print("optimizer time elapsed: {:.2f} s".format(time.time() -
optimizer_start))
if logger is not None:
evaluate_start = time.time()
test = self.sample_parallel(env_fn,
policy,
800 // self.n_proc,
self.max_traj_len,
deterministic=True)
print("evaluate time elapsed: {:.2f} s".format(time.time() -
evaluate_start))
_, pdf = policy.evaluate(observations)
_, old_pdf = old_policy.evaluate(observations)
entropy = pdf.entropy().mean().item()
kl = kl_divergence(pdf, old_pdf).mean().item()
logger.record("Return (test)", np.mean(test.ep_returns))
logger.record("Return (batch)", np.mean(batch.ep_returns))
logger.record("Mean Eplen", np.mean(batch.ep_lens))
logger.record("Mean KL Div", kl)
logger.record("Mean Entropy", entropy)
logger.dump()
# TODO: add option for how often to save model
if itr % 10 == 0:
self.save(policy)
data_loader = PairedComparison(4,
direction=False,
dichotomized=dichotomized,
ranking=True)
for i in tqdm(range(num_tasks)):
if dichotomized:
model1 = VariationalFirstDiscriminatingCue(
data_loader.num_inputs)
else:
model1 = VariationalFirstCue(data_loader.num_inputs)
model2 = VariationalProbitRegression(data_loader.num_inputs)
inputs, targets, _, _ = data_loader.get_batch(1, num_steps)
predictive_distribution1 = model1.forward(inputs, targets)
predictive_distribution2 = model2.forward(inputs, targets)
kl[k, i, :] = kl_divergence(predictive_distribution1,
predictive_distribution2).squeeze()
torch.save(kl, 'data/power_analysis.pth')
print(kl.mean(1))
print(kl.mean(1).sum(-1))
else:
kl = torch.load('data/power_analysis.pth').div(2.303) # ln to log10
mean = kl.sum(-1).mean(1)
variance = kl.sum(-1).std(1).pow(2)
num_tasks = torch.arange(1, 31)
expected_bf = torch.arange(1, 31).unsqueeze(-1) * mean
confidence_bf = (torch.arange(1, 31).unsqueeze(-1) *
variance).sqrt() * 1.96
styles = [':', '-']
for i in range(expected_bf.shape[1]):
