Beispiel #1
0
def get_param_names_svh(num_inputs,
                        layer_sizes,
                        num_outputs,
                        weight_shapes,
                        granularity=None,
                        n_stoc_var=0):
    """
	writes list of param_names for weight array which corresponds to (row-wise)
	weight matrices and bias vector w and b, 
	as well as prior stochastic hyperparameters h (which are the 
	standard deviation / scale parameters of the prior distributions of the neural network parameters) 
	and likelihood variance stochastic parameters v (which are the variance parameters of the likelihood function).
	"""
    weight_shapes = tools.get_weight_shapes(num_inputs, layer_sizes,
                                            num_outputs)
    param_names = []
    i = 0
    if granularity == 'single':
        param_names.append(('p1', 'h_{1}'))
        i += 1
    elif granularity == 'layer':
        for _ in range(len(weight_shapes) / 2):
            param_names.append(('p%i' % (i + 1), 'h_{%i}' % (i + 1)))
            i += 1
    elif granularity == 'input_size':
        for w in range(len(weight_shapes) / 2):
            for n in range(weight_shape[2 * w][0] +
                           1):  #+1 is for bias hyperparam term
                param_names.append(
                    ('p%i' % (i + 1), 'h_{%i, %i}' % (w + 1, n + 1)))
                i += 1
    else:  #no stochastic prior hyperparams
        pass
    if n_stoc_var:
        for j in range(n_stoc_var):
            param_names.append(('p%i' % (i + 1), 'v_{%i}' % (j + 1)))
            i += 1
    else:  #no stochastic lhood variance parameters
        pass
    for j in range(len(weight_shapes) / 2):
        weight_row = weight_shapes[2 * j][0]
        weight_col = weight_shapes[2 * j][1]
        bias = weight_shapes[2 * j + 1][0]
        for k in range(weight_row):
            for l in range(weight_col):
                param_names.append(
                    ('p%i' % (i + 1), 'w_{%i,%i,%i}' % (j + 1, k + 1, l + 1)))
                i += 1
        for k in range(bias):
            param_names.append(('p%i' % (i + 1), 'b_{%i,%i}' % (j + 1, k + 1)))
            i += 1
    return param_names
Beispiel #2
0
def get_param_names(num_inputs, layer_sizes, num_outputs):
    """
	writes list of param_names for weight array which corresponds to (row-wise)
	weight matrices and bias vector w and b respectively.
	Length of weight_shapes should be even
	"""
    weight_shapes = tools.get_weight_shapes(num_inputs, layer_sizes,
                                            num_outputs)
    param_names = []
    i = 0
    for j in range(len(weight_shapes) / 2):
        weight_row = weight_shapes[2 * j][0]
        weight_col = weight_shapes[2 * j][1]
        bias = weight_shapes[2 * j + 1][0]
        for k in range(weight_row):
            for l in range(weight_col):
                param_names.append(
                    ('p%i' % (i + 1), 'w_{%i,%i,%i}' % (j + 1, k + 1, l + 1)))
                i += 1
        for k in range(bias):
            param_names.append(('p%i' % (i + 1), 'b_{%i,%i}' % (j + 1, k + 1)))
            i += 1
    return param_names
Beispiel #3
0
def inverse_stoc_hyper_priors_test14():
    """
	real nn arch with 16 nn params, two hyperparams, input_size granularity, 
	degen dependent params
	"""
    num_inputs = 1
    layer_sizes = [3, 2]
    num_outputs = 1
    print "num weights"
    n_dims = tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    print tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    weight_shapes = tools.get_weight_shapes(num_inputs, layer_sizes,
                                            num_outputs)
    print "weight shapes"
    print tools.get_weight_shapes(num_inputs, layer_sizes, num_outputs)
    granularity = 'input_size'
    hyper_dependence_lengths = tools.get_hyper_dependence_lengths(
        weight_shapes, granularity)
    n_stoc = len(hyper_dependence_lengths)
    print "n_stoc"
    print n_stoc
    print "granularity"
    print tools.get_hyper_dependence_lengths(weight_shapes, granularity)
    print "number of weights per layer"
    print tools.calc_num_weights_layers(weight_shapes)
    dependence_lengths = tools.get_degen_dependence_lengths(weight_shapes)
    print "degen dependence lengths"
    print tools.get_degen_dependence_lengths(weight_shapes)
    hyperprior_types = [9, 7]
    prior_types = [4, 5]
    hyperprior_params = [[1., 2.], [2., 0.]]
    prior_hyperparams = [0., 1.]
    param_hyperprior_types = [0, 1, 0, 0, 1, 1, 1, 0, 0]
    param_prior_types = [0, 1, 0, 1, 0, 0, 1, 1, 0]
    prior = isp.inverse_stoc_hyper_prior(hyperprior_types, prior_types,
                                         hyperprior_params, prior_hyperparams,
                                         hyper_dependence_lengths,
                                         dependence_lengths,
                                         param_hyperprior_types,
                                         param_prior_types, n_stoc, n_dims)
    p = np.array([
        0.1, 0.5, 0.6, 0.7, 0.8, 0.9, 0.4, 0.2, 0.1, 0.5, 0.7, 0.8, 0.9, 0.4,
        0.2, 0.1, 0.5, 0.9, 0.2, 0.7, 0.4, 0.9, 0.3, 0.5, 0.6, 0.8
    ])
    prior(p)
    u = [0., 0., 0., 1., 1., 1., 0., 0., 1., 1., 0., 0., 0., 0., 1., 1., 0.]
    v = [
        4.35688457, 4.35688457, 4.35688457, 2., 2., 2., 1.47740087, 1.47740087,
        1.28886271, 1.28886271, 2., 2., 2., 2., 2., 2.9938003, 4.35688457
    ]
    print isp.gaussian_prior()(p[9], u[0], v[0])
    print isp.gaussian_prior()(p[10], u[1], v[1])
    print isp.gaussian_prior()(p[11], u[2], v[2])
    print isp.laplace_prior()(p[12], u[3], v[3])
    print isp.laplace_prior()(p[13], u[4], v[4])
    print isp.laplace_prior()(p[14], u[5], v[5])
    print isp.gaussian_prior()(p[15], u[6], v[6])
    print isp.gaussian_prior()(p[16], u[7], v[7])
    print isp.laplace_prior()(p[17], u[8], v[8])
    print isp.laplace_prior()(p[18], u[9], v[9])
    print isp.gaussian_prior()(p[19], u[10], v[10])
    print isp.gaussian_prior()(p[20], u[11], v[11])
    print isp.gaussian_prior()(p[21], u[12], v[12])
    print isp.gaussian_prior()(p[22], u[13], v[13])
    print isp.laplace_prior()(p[23], u[14], v[14])
    print isp.laplace_prior()(p[24], u[15], v[15])
    print isp.gaussian_prior()(p[25], u[16], v[16])
Beispiel #4
0
def inverse_stoc_hyper_priors_test9():
    """
	real nn arch with 16 nn params, two hyperparams, layer granularity, 
	independent params
	"""
    num_inputs = 1
    layer_sizes = [3, 2]
    num_outputs = 1
    print "num weights"
    n_dims = tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    print tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    weight_shapes = tools.get_weight_shapes(num_inputs, layer_sizes,
                                            num_outputs)
    print "weight shapes"
    print tools.get_weight_shapes(num_inputs, layer_sizes, num_outputs)
    granularity = 'layer'
    hyper_dependence_lengths = tools.get_hyper_dependence_lengths(
        weight_shapes, granularity)
    n_stoc = len(hyper_dependence_lengths)
    print "number of weights per layer"
    print tools.calc_num_weights_layers(weight_shapes)
    dependence_lengths = tools.get_degen_dependence_lengths(weight_shapes,
                                                            independent=True)
    print "degen dependence lengths"
    print tools.get_degen_dependence_lengths(weight_shapes, independent=True)
    hyperprior_types = [9, 7]
    prior_types = [4]
    hyperprior_params = [[1., 2.], [2., 0.]]
    prior_hyperparams = [0.]
    param_hyperprior_types = [1, 0, 1]
    param_prior_types = [0]
    prior = isp.inverse_stoc_hyper_prior(hyperprior_types, prior_types,
                                         hyperprior_params, prior_hyperparams,
                                         hyper_dependence_lengths,
                                         dependence_lengths,
                                         param_hyperprior_types,
                                         param_prior_types, n_stoc, n_dims)
    p = np.array([
        0.1, 0.5, 0.6, 0.7, 0.8, 0.9, 0.4, 0.2, 0.1, 0.5, 0.7, 0.8, 0.9, 0.4,
        0.2, 0.1, 0.5, 0.9, 0.2, 0.7
    ])
    prior(p)
    u = [0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.]
    v = [
        2., 2., 2., 2., 2., 2., 1.6986436, 1.6986436, 1.6986436, 1.6986436,
        1.6986436, 1.6986436, 1.6986436, 1.6986436, 2., 2., 2.
    ]
    print isp.gaussian_prior()(p[3], u[0], v[0])
    print isp.gaussian_prior()(p[4], u[1], v[1])
    print isp.gaussian_prior()(p[5], u[2], v[2])
    print isp.gaussian_prior()(p[6], u[3], v[3])
    print isp.gaussian_prior()(p[7], u[4], v[4])
    print isp.gaussian_prior()(p[8], u[5], v[5])
    print isp.gaussian_prior()(p[9], u[6], v[6])
    print isp.gaussian_prior()(p[10], u[7], v[7])
    print isp.gaussian_prior()(p[11], u[8], v[8])
    print isp.gaussian_prior()(p[12], u[9], v[9])
    print isp.gaussian_prior()(p[13], u[10], v[10])
    print isp.gaussian_prior()(p[14], u[11], v[11])
    print isp.gaussian_prior()(p[15], u[12], v[12])
    print isp.gaussian_prior()(p[16], u[13], v[13])
    print isp.gaussian_prior()(p[17], u[14], v[14])
    print isp.gaussian_prior()(p[18], u[15], v[15])
    print isp.gaussian_prior()(p[19], u[16], v[16])
Beispiel #5
0
def inverse_stoc_hyper_priors_test7():
    """
	real nn arch with 16 nn params, one hyperparam, single granularity, 
	degen dependent params (2 priors)
	"""
    num_inputs = 1
    layer_sizes = [3, 2]
    num_outputs = 1
    print "num weights"
    n_dims = tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    print tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    weight_shapes = tools.get_weight_shapes(num_inputs, layer_sizes,
                                            num_outputs)
    print "weight shapes"
    print tools.get_weight_shapes(num_inputs, layer_sizes, num_outputs)
    granularity = 'single'
    hyper_dependence_lengths = tools.get_hyper_dependence_lengths(
        weight_shapes, granularity)
    n_stoc = len(hyper_dependence_lengths)
    print "number of weights per layer"
    print tools.calc_num_weights_layers(weight_shapes)
    dependence_lengths = tools.get_degen_dependence_lengths(weight_shapes)
    print "degen dependence lengths"
    print tools.get_degen_dependence_lengths(weight_shapes)
    hyperprior_types = [9]
    prior_types = [4, 5]
    hyperprior_params = [[1., 2.]]
    prior_hyperparams = [0., 1.]
    param_hyperprior_types = [0]
    param_prior_types = [0, 1, 0, 1, 0, 0, 1, 1, 0]
    prior = isp.inverse_stoc_hyper_prior(hyperprior_types, prior_types,
                                         hyperprior_params, prior_hyperparams,
                                         hyper_dependence_lengths,
                                         dependence_lengths,
                                         param_hyperprior_types,
                                         param_prior_types, n_stoc, n_dims)
    p = np.array([
        0.1, 0.5, 0.6, 0.7, 0.8, 0.9, 0.4, 0.2, 0.1, 0.5, 0.7, 0.8, 0.9, 0.4,
        0.2, 0.1, 0.5, 0.9
    ])
    prior(p)
    u = [0., 0., 0., 1., 1., 1., 0., 0., 1., 1., 0., 0., 0., 0., 1., 1., 0.]
    v = [
        4.35688457, 4.35688457, 4.35688457, 4.35688457, 4.35688457, 4.35688457,
        4.35688457, 4.35688457, 4.35688457, 4.35688457, 4.35688457, 4.35688457,
        4.35688457, 4.35688457, 4.35688457, 4.35688457, 4.35688457
    ]
    print isp.gaussian_prior()(p[1], u[0], v[0])
    print isp.gaussian_prior()(p[2], u[1], v[1])
    print isp.gaussian_prior()(p[3], u[2], v[2])
    print isp.laplace_prior()(p[4], u[3], v[3])
    print isp.laplace_prior()(p[5], u[4], v[4])
    print isp.laplace_prior()(p[6], u[5], v[5])
    print isp.gaussian_prior()(p[7], u[6], v[6])
    print isp.gaussian_prior()(p[8], u[7], v[7])
    print isp.laplace_prior()(p[9], u[8], v[8])
    print isp.laplace_prior()(p[10], u[9], v[9])
    print isp.gaussian_prior()(p[11], u[10], v[10])
    print isp.gaussian_prior()(p[12], u[11], v[11])
    print isp.gaussian_prior()(p[13], u[12], v[12])
    print isp.gaussian_prior()(p[14], u[13], v[13])
    print isp.laplace_prior()(p[15], u[14], v[14])
    print isp.laplace_prior()(p[16], u[15], v[15])
    print isp.gaussian_prior()(p[17], u[16], v[16])
Beispiel #6
0
	make pred .paramnames file from scratch.
	note file is saved to base_dir/file_root.paramnames
	"""
    param_names = get_pred_param_names(num_outputs)
    param_f = base_dir + file_root + '.paramnames'
    make_param_names_file(param_names, param_f)


if __name__ == '__main__':
    num_inputs = 1
    layer_sizes = [3, 2]
    num_outputs = 1
    print "num weights"
    n_dims = tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    print tools.calc_num_weights(num_inputs, layer_sizes, num_outputs)
    weight_shapes = tools.get_weight_shapes(num_inputs, layer_sizes,
                                            num_outputs)
    print "weight shapes"
    print weight_shapes
    granularity = 'input_size'
    hyper_dependence_lengths = tools.get_hyper_dependence_lengths(
        weight_shapes, granularity)
    n_stoc = len(hyper_dependence_lengths)
    print "n_stoc"
    print n_stoc
    print "granularity"
    print hyper_dependence_lengths
    print "degen dependence lengths"
    print tools.get_degen_dependence_lengths(weight_shapes)
    print "param names"
    print get_param_names_sh(num_inputs, layer_sizes, num_outputs,
                             weight_shapes, granularity)