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64 lines (46 loc) · 1.96 KB
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from tensorflow.keras import Model, Input
from tensorflow.keras.layers import concatenate
#################### importing individual layers ################################
from input_model import model_input
from phi_K_model import phi_K
from inner_fn_model import inner_function
from outer_fn_model import outer_function
##################Setting everything in one model.###############################
def build_total_model(d, K, epsilon):
input = Input(shape=(d,))
c = {}
for i in range(1, d+1):
c[f'x_{i}'] = model_input(d)[f'x_{i}'](input)
c[f'x_{i}'] = phi_K(d, K, epsilon)[f'x_{i}'](c[f'x_{i}'])
together = concatenate([c[f'x_{i}'] for i in range(1,d+1)])
x = inner_function(d)(together)
output = outer_function(d, K)(x)
return Model(inputs = input,
outputs = output,
name ='total_model')
################# Glorot full model ########################################
from glorot_phi_K_model import glorot_phi_K
def build_glorot_total_model(d, K):
input = Input(shape=(d,))
c = {}
for i in range(1, d+1):
c[f'x_{i}'] = model_input(d)[f'x_{i}'](input)
c[f'x_{i}'] = glorot_phi_K(d, K)[f'x_{i}'](c[f'x_{i}'])
together = concatenate([c[f'x_{i}'] for i in range(1,d+1)])
x = inner_function(d)(together)
output = outer_function(d, K)(x)
return Model(inputs = input,
outputs = output,
name ='total_model')
################### Total inner function model #############################
def build_total_inner_model(d, K, epsilon):
input = Input(shape=(d,))
c = {}
for i in range(1, d+1):
c[f'x_{i}'] = model_input(d)[f'x_{i}'](input)
c[f'x_{i}'] = phi_K(d, K, epsilon)[f'x_{i}'](c[f'x_{i}'])
together = concatenate([c[f'x_{i}'] for i in range(1,d+1)])
output = inner_function(d)(together)
return Model(inputs = input,
outputs = output,
name ='total_inner_model')