def layerwise_relevance_zclip(self, out, use_bias=False, **kwargs):
if self._in is None:
raise RuntimeError('Block has not yet executed forward_logged!')
R = out
a = self._in[0]
z = self._out
weight = self.weight.data(ctx=a.context)
wplus = nd.maximum(0., weight)
wminus = nd.minimum(0., weight)
bplus = None
bminus = None
if use_bias is not None:
bias = self.bias.data(ctx=a.context)
bplus = nd.maximum(0., bias)
bminus = nd.minimum(0., bias)
alpha = z > 0.
beta = z < 0.
a.attach_grad()
with autograd.record():
zplus = self._forward(data=a, weight=wplus, bias=bplus)
cplus, = autograd.grad(zplus,
a,
head_grads=alpha * R / (zplus + (zplus == 0.)))
with autograd.record():
zminus = self._forward(data=a, weight=wminus, bias=bminus)
cminus, = autograd.grad(zminus,
a,
head_grads=beta * R / (zminus +
(zminus == 0.)))
return a * (cplus - cminus)
def layerwise_relevance_zb(self,
out,
lo=-1,
hi=1,
use_bias=False,
**kwargs):
if self._in is None:
raise RuntimeError('Block has not yet executed forward_logged!')
R = out
a = self._in[0]
weight = self.weight.data(ctx=a.context)
wplus = nd.maximum(0., weight)
wminus = nd.minimum(0., weight)
bias = None
bplus = None
bminus = None
if use_bias is not None:
bias = self.bias.data(ctx=a.context)
bplus = nd.maximum(0., bias)
bminus = nd.minimum(0., bias)
upper = nd.ones_like(a) * hi
lower = nd.ones_like(a) * lo
a.attach_grad()
upper.attach_grad()
lower.attach_grad()
with autograd.record():
zlh = (self._forward(a, weight, bias) -
self._forward(lower, wplus, bplus) -
self._forward(upper, wminus, bminus))
zlh.backward(out_grad=R / (zlh + (zlh == 0.)))
return a * a.grad + upper * upper.grad + lower * lower.grad
def bgr2hsi(x):
""" x:n,c(b,g,r),w,h
return n,c(h,s,i),w,h
"""
sum_RGB = nd.sum(x.astype('float32'), axis=1)
R = x[:, 0, :, :].astype('float32')
G = x[:, 1, :, :].astype('float32')
B = x[:, 2, :, :].astype('float32')
r = (R + eps) / (sum_RGB + 3 * eps)
g = (G + eps) / (sum_RGB + 3 * eps)
b = (B + eps) / (sum_RGB + 3 * eps)
cossita = (2 * r - g - b) / (2 * ((r - g)**2 + (r - b) *
(g - b))**(1.0 / 2) + eps)
cossita_cilp = nd.clip(cossita, -1.0, 1.0)
sita = nd.arccos(cossita_cilp)
h = (nd.where(g >= b, sita, 2 * math.pi - sita)).expand_dims(axis=1)
s = (1 - 3 * nd.minimum(nd.minimum(r, g), b)).expand_dims(axis=1)
s = nd.clip(s, 0., 1.)
i = ((R + G + B) / 3).expand_dims(axis=1)
return nd.concat(h, s, i, dim=1)
def get_iou(predict, target, mode=1):
'''
@input:
predict: m*n*4,
target :(cltrb),
mode :1:target is cltrb
2:target is cyxhw
@return
(m*n*1) ndarray
'''
l, t, r, b = predict.split(num_outputs=4, axis=-1)
if mode == 1:
l2 = target[1]
t2 = target[2]
r2 = target[3]
b2 = target[4]
elif mode == 2:
l2 = target[2] - target[4]/2
t2 = target[1] - target[3]/2
r2 = target[2] + target[4]/2
b2 = target[1] + target[3]/2
else: print('mode should be int 1 or 2')
i_left = nd.maximum(l2, l)
i_top = nd.maximum(t2, t)
i_right = nd.minimum(r2, r)
i_bottom = nd.minimum(b2, b)
iw = nd.maximum(i_right - i_left, 0.)
ih = nd.maximum(i_bottom - i_top, 0.)
inters = iw * ih
predict_area = (r-l)*(b-t)
target_area = target[3] * target[4]
ious = inters/(predict_area + target_area - inters)
return ious # 1344x3x1
def layerwise_relevance_zclip(self, out, use_bias=False, **kwargs):
if self._in is None:
raise RuntimeError('Block has not yet executed forward_logged!')
R = out
a = self._in[0]
z = self._out
weight = self.weight.data(ctx=a.context)
wplus = nd.maximum(0., weight)
wminus = nd.minimum(0., weight)
bplus = None
bminus = None
if use_bias is not None:
bias = self.bias.data(ctx=a.context)
bplus = nd.maximum(0., bias)
bminus = nd.minimum(0., bias)
alpha = z > 0.
beta = z < 0.
a.attach_grad()
with autograd.record():
zplus = self._forward(data=a, weight=wplus, bias=bplus)
cplus, = autograd.grad(zplus, a, head_grads=alpha*R/(zplus + (zplus == 0.)))
with autograd.record():
zminus = self._forward(data=a, weight=wminus, bias=bminus)
cminus, = autograd.grad(zminus, a, head_grads=beta*R/(zminus + (zminus == 0.)))
return a*(cplus - cminus)
def get_dis(data, mean, dis_method='iou'):
if dis_method == 'iou':
# data = bs*(w, h) ndarray
# mean = 1*(w, h) ndarray
# |--------|-----|
# | inters | |
# |--------| | h
# | |
# |--------------|
# w
data_w, data_h = data.split(num_outputs=2, axis=-1)
mean_w, mean_h = mean
inters_w = nd.minimum(data_w, mean_w)
inters_h = nd.minimum(data_h, mean_h)
inters = inters_w * inters_h
data_area = data_w * data_h
mean_area = mean_w * mean_h
ious = inters / (data_area + mean_area - inters)
distance = 1 / ious
elif dis_method == 'L2':
vec = data - mean
distance = nd.norm(vec, ord=2, axis=-1).reshape((-1, 1))
return distance
def layerwise_relevance_zb(self, out, lo=-1, hi=1, use_bias=False, **kwargs):
if self._in is None:
raise RuntimeError('Block has not yet executed forward_logged!')
R = out
a = self._in[0]
weight = self.weight.data(ctx=a.context)
wplus = nd.maximum(0., weight)
wminus = nd.minimum(0., weight)
bias = None
bplus = None
bminus = None
if use_bias is not None:
bias = self.bias.data(ctx=a.context)
bplus = nd.maximum(0., bias)
bminus = nd.minimum(0., bias)
upper = nd.ones_like(a)*hi
lower = nd.ones_like(a)*lo
a.attach_grad()
upper.attach_grad()
lower.attach_grad()
with autograd.record():
zlh = ( self._forward(a, weight, bias)
- self._forward(lower, wplus, bplus)
- self._forward(upper, wminus, bminus)
)
zlh.backward(out_grad=R/(zlh + (zlh == 0.)))
return a*a.grad + upper*upper.grad + lower*lower.grad
def test_minimum():
x = mx.nd.ones(LARGE_X) * 3
y = mx.nd.ones(LARGE_X) * 2
z = nd.minimum(x, y)
assert z[0] == 2
assert z[-1] == 2
z = nd.minimum(x, 5)
assert z[0] == 3
assert z[-1] == 3
def _compute_yolo_iou(self, F, boxes1, boxes2):
'''
IoU of corresponding anchors
'''
# to corner representation
x11 = boxes1[:, :, :, :, 0] - boxes1[:, :, :, :, 2] / 2.0
y11 = boxes1[:, :, :, :, 1] - boxes1[:, :, :, :, 3] / 2.0
x12 = boxes1[:, :, :, :, 0] + boxes1[:, :, :, :, 2] / 2.0
y12 = boxes1[:, :, :, :, 1] + boxes1[:, :, :, :, 3] / 2.0
boxes1_new = nd.stack([x11, y11, x12, y12], axis=-1)
x21 = boxes2[:, :, :, :, 0] - boxes2[:, :, :, :, 2] / 2.0
y21 = boxes2[:, :, :, :, 1] - boxes2[:, :, :, :, 3] / 2.0
x22 = boxes2[:, :, :, :, 0] + boxes2[:, :, :, :, 2] / 2.0
y22 = boxes2[:, :, :, :, 1] + boxes2[:, :, :, :, 3] / 2.0
boxes2_new = nd.stack([x21, y21, x22, y22], axis=-1)
# calculating 2 border points
upperleft = nd.maximum(boxes1_new[:, :, :, :, :2],
boxes2_new[:, :, :, :, :2])
lowerright = nd.minimum(boxes1_new[:, :, :, :, 2:],
boxes2_new[:, :, :, :, 2:])
intersection_dims = nd.maximum(0.0, lowerright - upperleft)
intersection_area = intersection_dims[:, :, :, :,
0] * intersection_dims[:, :, :, :,
1]
area1 = boxes1_new[:, :, :, :, 3] * boxes1_new[:, :, :, :, 2]
area2 = boxes2_new[:, :, :, :, 3] * boxes2_new[:, :, :, :, 2]
union_area = nd.maximum(1e-8, area1 + area2 - intersection_area)
return nd.clip(intersection_area / union_area, a_min=0.0, a_max=1.0)
def old_update(self, b_s, b_a, b_r, b_logpac):
b_s = nd.array(b_s, ctx=self.args.ctx).reshape(
(-1, self.observation_dim))
b_a = nd.array(b_a, ctx=self.args.ctx).reshape((-1, self.action_dim))
b_r = nd.array(b_r, ctx=self.args.ctx).reshape((-1, 1))
b_oldpi_log_prob = nd.array(b_logpac, ctx=self.args.ctx).reshape(
(-1, self.action_dim))
with autograd.record():
# Value loss
v_pred, mu, sigma = self.net(b_s)
advantage = b_r - v_pred
vf_loss = nd.mean(nd.square(advantage))
# Detach from the computation graph
advantage = advantage.detach()
# Action loss
pi_log_prob = self.net.log_prob(b_a, mu, sigma)
ratio = nd.exp(pi_log_prob - b_oldpi_log_prob)
surr1 = ratio * advantage
surr2 = nd.clip(ratio, 1.0 - self.args.clip_param,
1.0 + self.args.clip_param) * advantage
actor_loss = -nd.mean(nd.minimum(surr1, surr2))
entropy = self.net.entropy(sigma)
# Total (maximize entropy to encourage exploration)
loss = vf_loss * self.args.value_coefficient + actor_loss \
- entropy * self.args.entropy_coefficient
loss.backward()
self.trainer.step(b_s.shape[0])
def sample(match, cls_pred, iou, ratio=3, min_sample=0, threshold=0.5, do=True):
if do is False:
ones = nd.ones_like(match)
sample = nd.where(match > -0.5, ones, ones*-1)
return sample
sample = nd.zeros_like(match)
num_pos = nd.sum(match > -0.5, axis=-1)
requre_neg = ratio * num_pos
neg_mask = nd.where(match < -0.5, nd.max(iou, axis=-1) < threshold, sample)
max_neg = neg_mask.sum(axis=-1)
num_neg = nd.minimum(max_neg, nd.maximum(requre_neg, min_sample)).astype('int')
neg_prob = cls_pred[:,:,0]
max_value = nd.max(cls_pred, axis=-1, keepdims=True)
score = max_value[:,:,0] - neg_prob + nd.log(
nd.sum(
nd.exp(cls_pred-max_value), axis=-1))
score = nd.where(neg_mask, score, nd.zeros_like(score))
argmax = nd.argsort(score, axis=-1, is_ascend=False)
sample = nd.where(match > -0.5, nd.ones_like(sample), sample)
for i, num in enumerate(num_neg):
sample[i, argmax[i,:num.asscalar()]] = -1
return sample
def clip_grad(grads: Union[Generator[NDArray, NDArray, NDArray], List[NDArray],
Tuple[NDArray]],
clip_method: GradientClippingMethod,
clip_val: float,
inplace=True) -> List[NDArray]:
"""
Clip gradient values inplace
:param grads: gradients to be clipped
:param clip_method: clipping method
:param clip_val: clipping value. Interpreted differently depending on clipping method.
:param inplace: modify grads if True, otherwise create NDArrays
:return: clipped gradients
"""
output = list(grads) if inplace else list(nd.empty(g.shape) for g in grads)
if clip_method == GradientClippingMethod.ClipByGlobalNorm:
norm_unclipped_grads = global_norm(grads)
scale = clip_val / (norm_unclipped_grads.asscalar() + 1e-8
) # todo: use branching operators?
if scale < 1.0:
for g, o in zip(grads, output):
nd.broadcast_mul(g, nd.array([scale]), out=o)
elif clip_method == GradientClippingMethod.ClipByValue:
for g, o in zip(grads, output):
g.clip(-clip_val, clip_val, out=o)
elif clip_method == GradientClippingMethod.ClipByNorm:
for g, o in zip(grads, output):
nd.broadcast_mul(g,
nd.minimum(1.0, clip_val / (g.norm() + 1e-8)),
out=o)
else:
raise KeyError('Unsupported gradient clipping method')
return output
def clip(tensor, a_min=None, a_max=None, inplace=False):
if a_min is not None and a_max is not None:
if inplace:
tensor[:] = np.maximum(np.minimum(tensor, a_max), a_min)
else:
tensor = np.maximum(np.minimum(tensor, a_max), a_min)
elif min is not None:
if inplace:
tensor[:] = np.maximum(tensor, a_min)
else:
tensor = np.maximum(tensor, a_min)
elif min is not None:
if inplace:
tensor[:] = np.minimum(tensor, a_max)
else:
tensor = np.minimum(tensor, a_max)
return tensor
def clip(tensor, a_min=None, a_max=None, indlace=False):
if a_min is not None and a_max is not None:
if indlace:
nd.max(nd.min(tensor, a_max, out=tensor), a_min, out=tensor)
else:
tensor = nd.maximum(nd.minimum(tensor, a_max), a_min)
elif min is not None:
if indlace:
nd.max(tensor, a_min, out=tensor)
else:
tensor = nd.maximum(tensor, a_min)
elif max is not None:
if indlace:
nd.min(tensor, a_max, out=tensor)
else:
tensor = nd.minimum(tensor, a_max)
return tensor
def get_iou(predict, target, mode=1):
'''
Parameter:
----------
predict: mxnet.ndarray
channels are {???}*4
target: mxnet.ndarray
target.shape = (5)
mode: [1,2]
1: target format is cltrb
2: target fromat is cyxhw
Returns
----------
ious: mxnet.ndarray
ious between predict and target, dimasion is {???}x1
'''
l, t, r, b = predict.split(num_outputs=4, axis=-1)
if mode == 1:
l2 = target[1]
t2 = target[2]
r2 = target[3]
b2 = target[4]
elif mode == 2:
l2 = target[2] - target[4] / 2
t2 = target[1] - target[3] / 2
r2 = target[2] + target[4] / 2
b2 = target[1] + target[3] / 2
else:
print('mode should be int 1 or 2')
i_left = nd.maximum(l2, l)
i_top = nd.maximum(t2, t)
i_right = nd.minimum(r2, r)
i_bottom = nd.minimum(b2, b)
iw = nd.maximum(i_right - i_left, 0.)
ih = nd.maximum(i_bottom - i_top, 0.)
inters = iw * ih
predict_area = (r - l) * (b - t)
target_area = target[3] * target[4]
ious = inters / (predict_area + target_area - inters)
return ious # 1344x3x1
def fltrust(epoch, gradients, net, lr, f, byz):
param_list = [
nd.concat(*[xx.reshape((-1, 1)) for xx in x], dim=0) for x in gradients
]
# let the malicious clients (first f clients) perform the byzantine attack
param_list = byz(epoch, param_list, net, lr, f)
n = len(param_list
) - 1 # -1 so as to not include the gradient of the server model
# use the last gradient (server update) as the trusted source
#print(nd.array(param_list[-1]).shape)
baseline = nd.array(param_list[-1]).squeeze()
#print(baseline.shape)
cos_sim = []
new_param_list = []
#print(param_list[0].shape)
print(nd.norm(baseline))
# compute cos similarity
for each_param_list in param_list:
each_param_array = nd.array(each_param_list).squeeze()
cos_sim.append(
nd.dot(baseline, each_param_array) / (nd.norm(baseline) + 1e-9) /
(nd.norm(each_param_array) + 1e-9))
cos_sim = nd.stack(*cos_sim)[:-1]
#print(cos_sim)
cos_sim = nd.maximum(cos_sim, 0) # relu
cos_sim = nd.minimum(cos_sim, 1)
#print(cos_sim)
normalized_weights = cos_sim / (nd.sum(cos_sim) + 1e-9
) # weighted trust score
#print(normalized_weights)
# normalize the magnitudes and weight by the trust score
for i in range(n):
new_param_list.append(param_list[i] * normalized_weights[i] /
(nd.norm(param_list[i]) + 1e-9) *
nd.norm(baseline))
#print(normalized_weights[i] / (nd.norm(param_list[i]) + 1e-9) * nd.norm(baseline))
#print("normalized weights: " + str(normalized_weights[i]))
#print("baseline: " + str(nd.norm(baseline)))
# update the global model
global_update = nd.sum(nd.concat(*new_param_list, dim=1), axis=-1)
idx = 0
for j, (param) in enumerate(net.collect_params().values()):
if param.grad_req == 'null':
continue
#print(global_update[idx:(idx+param.data().size)])
param.set_data(param.data() - lr * global_update[idx:(
idx + param.data().size)].reshape(param.data().shape))
idx += param.data().size
def bbox_iou(lhs, rhs, x1y1x2y2=True):
if x1y1x2y2:
b1_xmin, b1_ymin, b1_xmax, b1_ymax = nd.split(lhs,
axis=-1,
num_outputs=4)
b2_xmin, b2_ymin, b2_xmax, b2_ymax = nd.split(rhs,
axis=-1,
num_outputs=4)
else:
b1_x, b1_y, b1_w, b1_h = nd.split(lhs, axis=-1, num_outputs=4)
b2_x, b2_y, b2_w, b2_h = nd.split(rhs, axis=-1, num_outputs=4)
b1_xmin, b1_xmax = b1_x - b1_w / 2., b1_x + b1_w / 2.
b1_ymin, b1_ymax = b1_y - b1_h / 2., b1_y + b1_h / 2.
b2_xmin, b2_xmax = b2_x - b2_w / 2., b2_x + b2_w / 2.
b2_ymin, b2_ymax = b2_y - b2_h / 2., b2_y + b2_h / 2.
# Intersection area
MAX = 1e5
inter_w = nd.clip(
nd.minimum(b1_xmax, b2_xmax) - nd.maximum(b1_xmin, b2_xmin), 0, MAX)
inter_h = nd.clip(
nd.minimum(b1_ymax, b2_ymax) - nd.maximum(b1_ymin, b2_ymin), 0, MAX)
# inter_w = F.where(inter_w < 0., F.zeros_like(inter_w), inter_w)
# inter_h = F.where(inter_h < 0., F.zeros_like(inter_h), inter_h)
inter = inter_w * inter_h
# Union Area
w1, h1 = b1_xmax - b1_xmin, b1_ymax - b1_ymin
w2, h2 = b2_xmax - b2_xmin, b2_ymax - b2_ymin
# w1 = F.where(w1 < 0., F.zeros_like(w1), w1)
# h1 = F.where(h1 < 0., F.zeros_like(h1), h1)
# w2 = F.where(w2 < 0., F.zeros_like(w2), w2)
# h2 = F.where(h2 < 0., F.zeros_like(h2), h2)
union = (w1 * h1 + 1e-16) + w2 * h2 - inter
iou = inter / union # iou
return iou
def update(self, obs, returns, masks, actions, values, logpacs, lrnow,
cliprange_now):
advantages = returns - values
advantages = (advantages - advantages.mean()) / (advantages.std() +
1e-8)
advantages = nd.array(advantages,
ctx=self.args.ctx) # .reshape((-1, 1))
obs = np.transpose(obs, (0, 3, 1, 2))
obs = nd.array(obs, ctx=self.args.ctx)
actions = nd.array(actions, ctx=self.args.ctx).reshape((-1, 1))
values = nd.array(values, ctx=self.args.ctx).reshape((-1, 1))
returns = nd.array(returns, ctx=self.args.ctx).reshape((-1, 1))
oldpi_log_prob = nd.array(logpacs, ctx=self.args.ctx).reshape((-1, 1))
# self.trainer.set_learning_rate(lrnow)
# Auto grad
with autograd.record():
# Value loss
vpred, logits = self.net(obs)
vpred_clipped = values + nd.clip(vpred - values, -cliprange_now,
cliprange_now)
vf_loss1 = nd.square(vpred - returns)
vf_loss2 = nd.square(vpred_clipped - returns)
vf_loss = nd.mean(nd.maximum(vf_loss1, vf_loss2))
# Action loss
# pi_log_prob = self.net.log_prob(logits, actions)
pi_log_prob = nd.pick(logits, actions, 1)
ratio = nd.exp(pi_log_prob - oldpi_log_prob)
surr1 = ratio * advantages
surr2 = nd.clip(ratio, 1.0 - cliprange_now,
1.0 + cliprange_now) * advantages
actor_loss = -nd.mean(nd.minimum(surr1, surr2))
# Entropy term
# entropy = self.net.entropy(logits)
# Total loss
# loss = vf_loss * self.args.value_coefficient + actor_loss
# - entropy * self.args.entropy_coefficient
loss = vf_loss + actor_loss
# Compute gradients and updates
loss.backward()
self.trainer.step(obs.shape[0])
return actor_loss.asscalar(), vf_loss.asscalar() #, entropy.asscalar()
def update(self):
self.total_train_steps += 1
state_batch, action_batch, reward_batch, next_state_batch, done_batch = self.memory_buffer.sample(self.batch_size)
# --------------optimize the critic network--------------------
with autograd.record():
# choose next action according to target policy network
next_action_batch = self.target_actor_network(next_state_batch)
noise = nd.normal(loc=0, scale=self.policy_noise, shape=next_action_batch.shape, ctx=self.ctx)
# with noise clip
noise = nd.clip(noise, a_min=-self.noise_clip, a_max=self.noise_clip)
next_action_batch = next_action_batch + noise
clipped_action = self.action_clip(next_action_batch)
# get target q value
target_q_value1 = self.target_critic_network1(next_state_batch, clipped_action)
target_q_value2 = self.target_critic_network2(next_state_batch, clipped_action)
target_q_value = nd.minimum(target_q_value1, target_q_value2).squeeze()
target_q_value = reward_batch + (1.0 - done_batch) * (self.gamma * target_q_value)
# get current q value
current_q_value1 = self.main_critic_network1(state_batch, action_batch)
current_q_value2 = self.main_critic_network2(state_batch, action_batch)
loss = gloss.L2Loss()
value_loss1 = loss(current_q_value1, target_q_value.detach())
value_loss2 = loss(current_q_value2, target_q_value.detach())
self.main_critic_network1.collect_params().zero_grad()
value_loss1.backward()
self.critic1_optimizer.step(self.batch_size)
self.main_critic_network2.collect_params().zero_grad()
value_loss2.backward()
self.critic2_optimizer.step(self.batch_size)
# ---------------optimize the actor network-------------------------
if self.total_train_steps % self.policy_update == 0:
with autograd.record():
pred_action_batch = self.main_actor_network(state_batch)
actor_loss = -nd.mean(self.main_critic_network1(state_batch, pred_action_batch))
self.main_actor_network.collect_params().zero_grad()
actor_loss.backward()
self.actor_optimizer.step(1)
self.soft_update(self.target_actor_network, self.main_actor_network)
self.soft_update(self.target_critic_network1, self.main_critic_network1)
self.soft_update(self.target_critic_network2, self.main_critic_network2)
def forward(self, x=0):
if (mx.autograd.is_training()):
u = nd.random.uniform(0, 1)
s = nd.log(u) - nd.log(1 - u) + self._qz_loga.data()
if (self._temperature == 0):
s = nd.sign(s)
else:
s = nd.sigmoid(s / self._temperature)
else:
s = nd.sigmoid(self._qz_loga.data())
s = s * (self._limit_hi - self._limit_lo) + self._limit_lo
return nd.minimum(1, nd.maximum(s, 0))
def _go_below(x):
lower = nd.min(x, axis=0)
lower = nd.minimum(lower, node._box._min_list.data())
upper = nd.max(x, axis=0)
upper = nd.maximum(upper, node._box._max_list.data())
node._box._init_param("min_list", lower)
node._box._init_param("max_list", upper)
if (self._structure[node] is not None):
l_node = next(
key for key, value in self._structure[node].items()
if value == -1)
r_node = next(
key for key, value in self._structure[node].items()
if value == 1)
decision = node._decision.forward(x, crisp=True)
_shard(decision, x, _extend(l_node), _extend(r_node))
def update(self, obs, returns, masks, actions, values, logpacs):
advantages = returns - values
# advantages = (advantages - advantages.mean()) / (advantages.std() + 1e-8)
advantages = nd.array(advantages, ctx=self.args.ctx).reshape((-1, 1))
obs = nd.array(obs, ctx=self.args.ctx).reshape(
(-1, self.observation_dim))
actions = nd.array(actions, ctx=self.args.ctx).reshape(
(-1, self.action_dim))
values = nd.array(values, ctx=self.args.ctx).reshape((-1, 1))
returns = nd.array(returns, ctx=self.args.ctx).reshape((-1, 1))
oldpi_log_prob = nd.array(logpacs, ctx=self.args.ctx).reshape(
(-1, self.action_dim))
# Learning rate scheduling
# self.trainer.set_learning_rate(lr)
# Auto grad
with autograd.record():
# Value loss
vpred, mu, sigma = self.net(obs)
vpred_clipped = values + nd.clip(
vpred - values, -self.args.clip_param, self.args.clip_param)
vf_loss1 = nd.square(vpred - returns)
vf_loss2 = nd.square(vpred_clipped - returns)
vf_loss = nd.mean(nd.maximum(vf_loss1, vf_loss2))
# Action loss
pi_log_prob = self.net.log_prob(actions, mu, sigma)
ratio = nd.exp(pi_log_prob - oldpi_log_prob)
surr1 = ratio * advantages
surr2 = nd.clip(ratio, 1.0 - self.args.clip_param,
1.0 + self.args.clip_param) * advantages
actor_loss = -nd.mean(nd.minimum(surr1, surr2))
# Entropy term
entropy = self.net.entropy(sigma)
# Total loss
loss = vf_loss * self.args.value_coefficient + actor_loss \
- entropy * self.args.entropy_coefficient
# Compute gradients and updates
loss.backward()
self.trainer.step(obs.shape[0])
def box_iou(b1, b2):
'''Return iou tensor
Parameters
----------
b1: tensor, shape=(i1,...,iN, 4), xywh
b2: tensor, shape=(j, 4), xywh
Returns
-------
iou: tensor, shape=(i1,...,iN, j)
'''
# Expand dim to apply broadcasting.
b1 = nd.expand_dims(b1, -2)
b1_xy = b1[:, :, :2]
b1_wh = b1[:, :, 2:4]
b1_wh_half = b1_wh/2.
b1_mins = b1_xy - b1_wh_half
b1_maxes = b1_xy + b1_wh_half
# Expand dim to apply broadcasting.
b2 = nd.expand_dims(b2, 0)
b2_xy = b2[:, :, :2]
b2_wh = b2[:, :, 2:4]
b2_wh_half = b2_wh/2.
b2_mins = b2_xy - b2_wh_half
b2_maxes = b2_xy + b2_wh_half
intersect_mins = nd.maximum(b1_mins, b2_mins)
intersect_maxes = nd.minimum(b1_maxes, b2_maxes)
intersect_wh = nd.maximum(intersect_maxes - intersect_mins, 0.)
intersect_area = intersect_wh[:, :, 0] * intersect_wh[:, :, 1]
b1_area = b1_wh[:, :, 0] * b1_wh[:, :, 1]
b2_area = b2_wh[:, :, 0] * b2_wh[:, :, 1]
iou = intersect_area / (b1_area + b2_area - intersect_area)
return iou
def calIOU(anchor, gt):
assert len(anchor.shape) in (1,2,3)
assert len(gt.shape) in (1,2,3)
anchor = anchor.reshape((-1,4))
if len(gt.shape) < 3:
gt = gt.reshape((1,1,4)) if len(gt.shape) == 1 else nd.expand_dims(gt, axis=0)
anchor = nd.expand_dims(anchor, axis=1)
gt = nd.expand_dims(gt, axis=1)
max_tl = nd.maximum(nd.take(anchor, nd.array([0,1]), axis=-1), nd.take(gt, nd.array([0,1]), axis=-1))
min_br = nd.minimum(nd.take(anchor, nd.array([2,3]), axis=-1), nd.take(gt, nd.array([2,3]), axis=-1))
area = nd.prod(min_br-max_tl, axis=-1)
i = nd.where((max_tl >= min_br).sum(axis=-1), nd.zeros_like(area), area)
anchor_area = nd.prod(anchor[:,:,2:]-anchor[:,:,:2], axis=-1)
gt_area = nd.prod(gt[:,:,:,2:]-gt[:,:,:,:2], axis=-1)
total_area = anchor_area + gt_area - i
iou = i / total_area
return iou
def intersect(box_a, box_b):
"""
We resize both tensors to [A,B,2] without new malloc:
[A,2] -> [A,1,2] -> [A,B,2]
[B,2] -> [1,B,2] -> [A,B,2]
Then we compute the area of intersect between box_a and box_b.
Args:
box_a: (tensor) bounding boxes, Shape: [A,4].
box_b: (tensor) bounding boxes, Shape: [B,4].
Return:
(tensor) intersection area, Shape: [A,B].
"""
A = box_a.shape[0]
B = box_b.shape[0]
max_xy = nd.minimum(
box_a[:, 2:].expand_dims(axis=1).repeat(axis=1, repeats=B),
box_b[:, 2:].expand_dims(axis=0).repeat(axis=0, repeats=A))
min_xy = nd.maximum(
box_a[:, :2].expand_dims(axis=1).repeat(axis=1, repeats=B),
box_b[:, :2].expand_dims(axis=0).repeat(axis=0, repeats=A))
inter = nd.clip((max_xy - min_xy), 0, np.nan)
return inter[:, :, 0] * inter[:, :, 1]
def update(self, obs, returns, actions, advantages, cliprange_now,
entropy_coeff):
advantages = nd.array(advantages)
actions = nd.array(actions)
returns = nd.array(returns)
with autograd.record():
_, old_logits = self.oldpi.forward(obs)
old_logp = self.oldpi.logp(old_logits, actions)
new_vpred, new_logits = self.pi.forward(obs)
new_vpred = new_vpred.reshape(new_vpred.shape[:-1])
new_logp = self.pi.logp(new_logits, actions)
# Action loss
ratio = nd.exp(new_logp - old_logp)
surr1 = ratio * advantages
surr2 = nd.clip(ratio, 1.0 - cliprange_now, 1.0 + cliprange_now) * advantages
actor_loss = -nd.mean(nd.minimum(surr1, surr2))
# Value loss
vf_loss1 = nd.square(new_vpred - returns)
vf_loss = nd.mean(vf_loss1)
# Entropy term
entrpy = self.pi.entropy(new_logits)
mean_entrpy = nd.mean(entrpy)
ent_loss = (-entropy_coeff) * mean_entrpy
loss = vf_loss + actor_loss + ent_loss
# Compute gradients and updates
loss.backward()
self.trainer.step(1) # Loss are already normalized
return actor_loss.asscalar(), vf_loss.asscalar(), ent_loss.asscalar()
def _go_above(x, tau):
lower = nd.min(x, axis=0)
lower = nd.minimum(lower, node._box._min_list.data())
upper = nd.max(x, axis=0)
upper = nd.maximum(upper, node._box._max_list.data())
el = nd.maximum(node._box._min_list.data() - nd.min(x, axis=0),
0)
eu = nd.maximum(
nd.max(x, axis=0) - node._box._max_list.data(), 0)
extent = nd.sum(el + eu)
dim = nd.random.multinomial((el + eu) / extent)
btm = el[dim]
top = eu[dim]
split = nd.random.multinomial(
nd.concat(btm, top, dim=0) / (btm + top))
if (split == 0):
split = nd.random.uniform(lower[dim],
node._box._min_list.data()[dim])
elif (split == 1):
split = nd.random.uniform(node._box._max_list.data()[dim],
upper[dim])
with self.name_scope():
p_node = self._new_node(
parent=node._box._parent,
min_list=lower,
max_list=upper,
tau=tau,
decision=lambda: Decision(
split=split, dim=dim, gate=self._new_gate),
embedding=node._embedding.data())
s_node = self._new_node(parent=p_node,
embedding=node._embedding.data())
node._box._parent = p_node
if (split < node._box._min_list.data()[dim]):
# current node is right
l_node = s_node
r_node = node
elif (split > node._box._max_list.data()[dim]):
# current node is left
l_node = node
r_node = s_node
self._structure[p_node] = {l_node: -1, r_node: 1}
# p nodes parent also needs to reference p_node and the other child
if (p_node._box._parent is not None):
if (self._structure[p_node._box._parent][node] == -1):
self._structure[p_node._box._parent][p_node] = -1
elif (self._structure[p_node._box._parent][node] == 1):
self._structure[p_node._box._parent][p_node] = 1
self._structure[p_node._box._parent].pop(node)
elif (p_node._box._parent is None):
self._structure.move_to_end(p_node, last=False)
self._weightlayer.add(*[p_node._box, s_node._box])
self._routerlayer.add(*[p_node._decision])
self._embeddlayer.add(*[p_node, s_node])
decision = p_node._decision.forward(x, crisp=True)
_shard(decision, x, _extend(l_node), _extend(r_node))
def update(self):
state = nd.array([t.state for t in self.buffer], ctx=self.ctx)
action = nd.array([t.action for t in self.buffer], ctx=self.ctx)
reward = [t.reward for t in self.buffer]
# next_state = nd.array([t.next_state for t in self.buffer], ctx=self.ctx)
old_action_log_prob = nd.array([t.a_log_prob for t in self.buffer],
ctx=self.ctx)
R = 0
Gt = []
for r in reward[::-1]:
R = r + self.gamma * R
Gt.insert(0, R)
Gt = nd.array(Gt, ctx=self.ctx)
# sample 'ppo_update_time' times
# sample 'batch_size' samples every time
for i in range(self.ppo_update_times):
assert len(self.buffer) >= self.batch_size
sample_index = random.sample(range(len(self.buffer)),
self.batch_size)
for index in sample_index:
# optimize the actor network
with autograd.record():
Gt_index = Gt[index]
V = self.critic_network(state[index].reshape(1,
-1)).detach()
advantage = (Gt_index - V)
all_action_prob = self.actor_network(state[index].reshape(
1, -1))
action_prob = nd.pick(all_action_prob, action[index])
ratio = action_prob / old_action_log_prob[index]
surr1 = ratio * advantage
surr2 = nd.clip(ratio, 1 - self.clip_param,
1 + self.clip_param) * advantage
action_loss = -nd.mean(nd.minimum(surr1,
surr2)) # attention
self.actor_network.collect_params().zero_grad()
action_loss.backward()
actor_network_params = [
p.data()
for p in self.actor_network.collect_params().values()
]
gb.grad_clipping(actor_network_params,
theta=self.clip_param,
ctx=self.ctx)
self.actor_optimizer.step(1)
# optimize the critic network
with autograd.record():
Gt_index = Gt[index]
V = self.critic_network(state[index].reshape(1, -1))
loss = gloss.L2Loss()
value_loss = nd.mean(loss(Gt_index, V))
self.critic_network.collect_params().zero_grad()
value_loss.backward()
critic_network_params = [
p.data()
for p in self.critic_network.collect_params().values()
]
gb.grad_clipping(critic_network_params,
theta=self.clip_param,
ctx=self.ctx)
self.critic_optimizer.step(1)
self.training_step += 1
# clear buffer
del self.buffer[:]
def generate_targets(self, img, boxes):
"""
img : [H, W, 3]
boxes : [N, 5]
"""
rh, rw, _ = img.shape
rx = nd.arange(0, rw).reshape((1, -1))
ry = nd.arange(0, rh).reshape((-1, 1))
sx = nd.tile(rx, reps=(rh, 1))
sy = nd.tile(ry, reps=(1, rw))
areas = (boxes[:, 2] - boxes[:, 0]) * (boxes[:, 3] - boxes[:, 1])
boxes = boxes[nd.argsort(areas)]
boxes = nd.concat(nd.zeros((1, 5)), boxes, dim=0) # for gt assign confusion
x0, y0, x1, y1, cls = nd.split(boxes, num_outputs=5, axis=-1, squeeze_axis=True)
n = boxes.shape[0]
# [H, W, N]
of_l = sx.reshape(-2, 1) - nd.expand_dims(nd.expand_dims(x0, axis=0), axis=0)
of_t = sy.reshape(-2, 1) - nd.expand_dims(nd.expand_dims(y0, axis=0), axis=0)
of_r = -(sx.reshape(-2, 1) - nd.expand_dims(nd.expand_dims(x1, axis=0), axis=0))
of_b = -(sy.reshape(-2, 1) - nd.expand_dims(nd.expand_dims(y1, axis=0), axis=0))
# [H, W, N]
eps = 1e-5
ctr =(nd.minimum(of_l, of_r) / nd.maximum(of_l, of_r)) * \
(nd.minimum(of_t, of_b) / nd.maximum(of_t, of_b) + eps)
ctr = nd.sqrt(nd.abs(ctr))
ctr[:, :, 0] = 0
# [H, W, N, 4]
offsets = nd.concat(of_l.reshape(-2, 1), of_t.reshape(-2, 1),
of_r.reshape(-2, 1), of_b.reshape(-2, 1), dim=-1)
# fh = int(np.ceil(((rh + 1) / 2) // 2 / 2))
# fw = int(np.ceil(((rw + 1) / 2) // 2 / 2))
fh = int(np.ceil(np.ceil(np.ceil(rh / 2) / 2) / 2))
fw = int(np.ceil(np.ceil(np.ceil(rw / 2) / 2) / 2))
fm_list = []
for i in range(self._stages):
fm_list.append((fh, fw))
fh = int(np.ceil(fh / 2))
fw = int(np.ceil(fw / 2))
fm_list = fm_list[::-1]
cls_targets = []
ctr_targets = []
box_targets = []
cor_targets = []
stride = self._stride
for i in range(self._stages):
fh, fw = fm_list[i]
cls_target = nd.zeros((fh, fw))
box_target = nd.zeros((fh, fw, 4))
ctr_target = nd.zeros((fh, fw))
cx = nd.arange(0, fw).reshape((1, -1))
cy = nd.arange(0, fh).reshape((-1, 1))
sx = nd.tile(cx, reps=(fh, 1))
sy = nd.tile(cy, reps=(1, fw))
syx = nd.stack(sy.reshape(-1), sx.reshape(-1)).transpose().astype('int32')
# bugs in this type
# bx = sxy[:, 0] * stride + nd.floor(sxy[:, 0] / 2).astype(np.int32)
# by = sxy[:, 1] * stride + nd.floor(sxy[:, 1] / 2).astype(np.int32)
by = syx[:, 0] * stride
bx = syx[:, 1] * stride
cor_targets.append(nd.stack(bx, by, axis=1))
# [FH*FW, N, 4]
of_byx = offsets[by, bx]
# of_byx = nd.gather_nd(offsets, indices=byx.transpose())
min_vr, max_vr = self._valid_range[i]
# [FH*FW, N]
is_in_box = nd.prod(of_byx > 0, axis=-1)
is_valid_area = (of_byx.max(axis=-1) >= min_vr) * (of_byx.max(axis=-1) <= max_vr)
# [FH*FW, N]
valid_pos = nd.elemwise_mul(is_in_box, is_valid_area)
of_valid = nd.zeros((fh, fw, n))
of_valid[syx[:, 0], syx[:, 1], :] = valid_pos # 1, 0
of_valid[:, :, 0] = 0
# [FH, FW]
gt_inds = nd.argmax(of_valid, axis=-1)
# box targets
box_target[syx[:, 0], syx[:, 1]] = boxes[gt_inds[syx[:, 0], syx[:, 1]], :4]
box_target = box_target.reshape(-1, 4)
# cls targets
cls_target[syx[:, 0], syx[:, 1]] = cls[gt_inds[syx[:, 0], syx[:, 1]]]
cls_target = cls_target.reshape(-1)
# ctr targets
ctr_target[syx[:, 0], syx[:, 1]] = ctr[by, bx, gt_inds[syx[:, 0], syx[:, 1]]]
ctr_target = ctr_target.reshape(-1)
box_targets.append(box_target)
cls_targets.append(cls_target)
ctr_targets.append(ctr_target)
stride = int(stride / 2)
box_targets = nd.concat(*box_targets, dim=0)
cls_targets = nd.concat(*cls_targets, dim=0)
ctr_targets = nd.concat(*ctr_targets, dim=0)
cor_targets = nd.concat(*cor_targets, dim=0)
cor_targets = cor_targets.astype('float32')
return cls_targets, ctr_targets, box_targets, cor_targets
def BReLU(x):
return nd.minimum(1., nd.maximum(0., x))
tree._grow(nd.array([[1, 1]]))
# %%
from Node import Node
Node()
node.collect_params()
# %%
a = nd.array([[1, 2], [3, 4], [-10, -10]])
a
upper = nd.max(a, axis=0)
lower = nd.min(a, axis=0)
e = nd.random.exponential(1 / nd.sum(upper - lower))
(upper, lower, e)
nd.random.multinomial(nd.array([0.5, 0.5]), 10)
# %%
if (nd.sum(nd.array([0, 0])) == 0):
print("yay")
nd.minimum(nd.array([4, 5]), nd.array([0, 6]))
noise_batch = noise_std * nd.random.normal(shape=(batch_size,
num_measurements))
x_batch = x_batch.reshape((batch_size, 784))
y_batch = nd.dot(x_batch, A) + noise_batch
########################
### Lasso
########################
x_hat_batch_Lasso = nd.zeros([batch_size, 784])
lasso_est = Lasso(alpha=lmbd)
for i in range(batch_size):
y_val = y_batch[i]
lasso_est.fit(A.T.asnumpy(), y_val.reshape(num_measurements).asnumpy())
x_hat_lasso = nd.array(lasso_est.coef_)
x_hat_lasso = nd.reshape(x_hat_lasso, [-1])
x_hat_lasso = nd.maximum(nd.minimum(x_hat_lasso, 1), 0)
x_hat_batch_Lasso[i] = x_hat_lasso
########################
### OMP Algorithm
########################
omp_est = OrthogonalMatchingPursuit(n_nonzero_coefs=num_measurements / 2)
x_hat_batch_OMP = nd.zeros([batch_size, 784])
for i in range(batch_size):
y_val = y_batch[i]
omp_est.fit(A.T.asnumpy(), y_val.reshape(num_measurements).asnumpy())
x_hat_OMP = nd.array(omp_est.coef_)
x_hat_OMP = nd.reshape(x_hat_OMP, [-1])
x_hat_OMP = nd.maximum(nd.minimum(x_hat_OMP, 1), 0)
x_hat_batch_OMP[i] = x_hat_OMP
