import tensorflow as tf
import numpy as np
import time
import os
from enum import Enum
class MappingType(Enum):
Identity = 0
Linear = 1
Affine = 2
class ODESolver(Enum):
SemiImplicit = 0
Explicit = 1
RungeKutta = 2
class LTCCell(tf.nn.rnn_cell.RNNCell):
def __init__(self, num_units):
self._input_size = -1
self._num_units = num_units
self._is_built = False
# Number of ODE solver steps in one RNN step
self._ode_solver_unfolds = 6
self._solver = ODESolver.SemiImplicit
self._input_mapping = MappingType.Affine
self._erev_init_factor = 1
self._w_init_max = 1.0
self._w_init_min = 0.01
self._cm_init_min = 0.5
self._cm_init_max = 0.5
self._gleak_init_min = 1
self._gleak_init_max = 1
self._w_min_value = 0.00001
self._w_max_value = 1000
self._gleak_min_value = 0.00001
self._gleak_max_value = 1000
self._cm_t_min_value = 0.000001
self._cm_t_max_value = 1000
self._fix_cm = None
self._fix_gleak = None
self._fix_vleak = None
@property
def state_size(self):
return self._num_units
@property
def output_size(self):
return self._num_units
def _map_inputs(self,inputs,resuse_scope=False):
varscope = "sensory_mapping"
reuse = tf.AUTO_REUSE
if(resuse_scope):
varscope = self._sensory_varscope
reuse = True
with tf.variable_scope(varscope,reuse=reuse) as scope:
self._sensory_varscope = scope
if(self._input_mapping == MappingType.Affine or self._input_mapping == MappingType.Linear):
w = tf.get_variable(name='input_w',shape=[self._input_size],trainable=True,initializer=tf.initializers.constant(1))
inputs = inputs * w
if(self._input_mapping == MappingType.Affine):
b = tf.get_variable(name='input_b',shape=[self._input_size],trainable=True,initializer=tf.initializers.constant(0))
inputs = inputs + b
return inputs
# TODO: Implement RNNLayer properly,i.e, allocate variables here
def build(self,input_shape):
pass
def __call__(self, inputs, state, scope=None):
with tf.variable_scope("ltc"):
if(not self._is_built):
# TODO: Move this part into the build method inherited form tf.Layers
self._is_built = True
self._input_size = int(inputs.shape[-1])
self._get_variables()
elif(self._input_size != int(inputs.shape[-1])):
raise ValueError("You first feed an input with {} features and now one with {} features, that is not possible".format(
self._input_size,
int(inputs[-1])
))
inputs = self._map_inputs(inputs)
if(self._solver == ODESolver.Explicit):
next_state = self._ode_step_explicit(inputs,state,_ode_solver_unfolds=self._ode_solver_unfolds)
elif(self._solver == ODESolver.SemiImplicit):
next_state = self._ode_step(inputs,state)
elif(self._solver == ODESolver.RungeKutta):
next_state = self._ode_step_runge_kutta(inputs,state)
else:
raise ValueError("Unknown ODE solver '{}'".format(str(self._solver)))
outputs = next_state
return outputs, next_state
# Create tf variables
def _get_variables(self):
self.sensory_mu = tf.get_variable(name='sensory_mu',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=0.3,maxval=0.8))
self.sensory_sigma = tf.get_variable(name='sensory_sigma',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=3.0,maxval=8.0))
self.sensory_W = tf.get_variable(name='sensory_W',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.constant(np.random.uniform(low=self._w_init_min,high=self._w_init_max,size=[self._input_size,self._num_units])))
sensory_erev_init = 2*np.random.randint(low=0,high=2,size=[self._input_size,self._num_units])-1
self.sensory_erev = tf.get_variable(name='sensory_erev',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.constant(sensory_erev_init*self._erev_init_factor))
self.mu = tf.get_variable(name='mu',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=0.3,maxval=0.8))
self.sigma = tf.get_variable(name='sigma',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=3.0,maxval=8.0))
self.W = tf.get_variable(name='W',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.constant(np.random.uniform(low=self._w_init_min,high=self._w_init_max,size=[self._num_units,self._num_units])))
erev_init = 2*np.random.randint(low=0,high=2,size=[self._num_units,self._num_units])-1
self.erev = tf.get_variable(name='erev',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.constant(erev_init*self._erev_init_factor))
if(self._fix_vleak is None):
self.vleak = tf.get_variable(name='vleak',shape=[self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=-0.2,maxval=0.2))
else:
self.vleak = tf.get_variable(name='vleak',shape=[self._num_units],trainable=False,initializer=tf.initializers.constant(self._fix_vleak))
if(self._fix_gleak is None):
initializer=tf.initializers.constant(self._gleak_init_min)
if(self._gleak_init_max > self._gleak_init_min):
initializer = tf.initializers.random_uniform(minval= self._gleak_init_min,maxval = self._gleak_init_max)
self.gleak = tf.get_variable(name='gleak',shape=[self._num_units],trainable=True,initializer=initializer)
else:
self.gleak = tf.get_variable(name='gleak',shape=[self._num_units],trainable=False,initializer=tf.initializers.constant(self._fix_gleak))
if(self._fix_cm is None):
initializer=tf.initializers.constant(self._cm_init_min)
if(self._cm_init_max > self._cm_init_min):
initializer = tf.initializers.random_uniform(minval= self._cm_init_min,maxval = self._cm_init_max)
self.cm_t = tf.get_variable(name='cm_t',shape=[self._num_units],trainable=True,initializer=initializer)
else:
self.cm_t = tf.get_variable(name='cm_t',shape=[self._num_units],trainable=False,initializer=tf.initializers.constant(self._fix_cm))
# Hybrid euler method
def _ode_step(self,inputs,state):
v_pre = state
sensory_w_activation = self.sensory_W*self._sigmoid(inputs,self.sensory_mu,self.sensory_sigma)
sensory_rev_activation = sensory_w_activation*self.sensory_erev
w_numerator_sensory = tf.reduce_sum(sensory_rev_activation,axis=1)
w_denominator_sensory = tf.reduce_sum(sensory_w_activation,axis=1)
for t in range(self._ode_solver_unfolds):
w_activation = self.W*self._sigmoid(v_pre,self.mu,self.sigma)
rev_activation = w_activation*self.erev
w_numerator = tf.reduce_sum(rev_activation,axis=1) + w_numerator_sensory
w_denominator = tf.reduce_sum(w_activation,axis=1) + w_denominator_sensory
numerator = self.cm_t * v_pre + self.gleak*self.vleak + w_numerator
denominator = self.cm_t + self.gleak + w_denominator
v_pre = numerator/denominator
return v_pre
def _f_prime(self,inputs,state):
v_pre = state
# We can pre-compute the effects of the sensory neurons here
sensory_w_activation = self.sensory_W*self._sigmoid(inputs,self.sensory_mu,self.sensory_sigma)
w_reduced_sensory = tf.reduce_sum(sensory_w_activation,axis=1)
# Unfold the mutliply ODE multiple times into one RNN step
w_activation = self.W*self._sigmoid(v_pre,self.mu,self.sigma)
w_reduced_synapse = tf.reduce_sum(w_activation,axis=1)
sensory_in = self.sensory_erev * sensory_w_activation
synapse_in = self.erev * w_activation
sum_in = tf.reduce_sum(sensory_in,axis=1) - v_pre*w_reduced_synapse + tf.reduce_sum(synapse_in,axis=1) - v_pre * w_reduced_sensory
f_prime = 1/self.cm_t * (self.gleak * (self.vleak-v_pre) + sum_in)
return f_prime
def _ode_step_runge_kutta(self,inputs,state):
h = 0.1
for i in range(self._ode_solver_unfolds):
k1 = h*self._f_prime(inputs,state)
k2 = h*self._f_prime(inputs,state+k1*0.5)
k3 = h*self._f_prime(inputs,state+k2*0.5)
k4 = h*self._f_prime(inputs,state+k3)
state = state + 1.0/6*(k1+2*k2+2*k3+k4)
return state
def _ode_step_explicit(self,inputs,state,_ode_solver_unfolds):
v_pre = state
# We can pre-compute the effects of the sensory neurons here
sensory_w_activation = self.sensory_W*self._sigmoid(inputs,self.sensory_mu,self.sensory_sigma)
w_reduced_sensory = tf.reduce_sum(sensory_w_activation,axis=1)
# Unfold the mutliply ODE multiple times into one RNN step
for t in range(_ode_solver_unfolds):
w_activation = self.W*self._sigmoid(v_pre,self.mu,self.sigma)
w_reduced_synapse = tf.reduce_sum(w_activation,axis=1)
sensory_in = self.sensory_erev * sensory_w_activation
synapse_in = self.erev * w_activation
sum_in = tf.reduce_sum(sensory_in,axis=1) - v_pre*w_reduced_synapse + tf.reduce_sum(synapse_in,axis=1) - v_pre * w_reduced_sensory
f_prime = 1/self.cm_t * (self.gleak * (self.vleak-v_pre) + sum_in)
v_pre = v_pre + 0.1 * f_prime
return v_pre
def _sigmoid(self,v_pre,mu,sigma):
v_pre = tf.reshape(v_pre,[-1,v_pre.shape[-1],1])
mues = v_pre - mu
x = sigma*mues
return tf.nn.sigmoid(x)
def get_param_constrain_op(self):
cm_clipping_op = tf.assign(self.cm_t,tf.clip_by_value(self.cm_t, self._cm_t_min_value, self._cm_t_max_value))
gleak_clipping_op = tf.assign(self.gleak,tf.clip_by_value(self.gleak, self._gleak_min_value, self._gleak_max_value))
w_clipping_op = tf.assign(self.W,tf.clip_by_value(self.W, self._w_min_value, self._w_max_value))
sensory_w_clipping_op = tf.assign(self.sensory_W ,tf.clip_by_value(self.sensory_W, self._w_min_value, self._w_max_value))
return [cm_clipping_op,gleak_clipping_op,w_clipping_op,sensory_w_clipping_op]
def export_weights(self,dirname,sess,output_weights=None):
os.makedirs(dirname,exist_ok=True)
w,erev,mu,sigma = sess.run([self.W,self.erev,self.mu,self.sigma])
sensory_w,sensory_erev,sensory_mu,sensory_sigma = sess.run([self.sensory_W,self.sensory_erev,self.sensory_mu,self.sensory_sigma])
vleak,gleak,cm = sess.run([self.vleak,self.gleak,self.cm_t])
if(not output_weights is None):
output_w,output_b = sess.run(output_weights)
np.savetxt(os.path.join(dirname,"output_w.csv"),output_w)
np.savetxt(os.path.join(dirname,"output_b.csv"),output_b)
np.savetxt(os.path.join(dirname,"w.csv"),w)
np.savetxt(os.path.join(dirname,"erev.csv"),erev)
np.savetxt(os.path.join(dirname,"mu.csv"),mu)
np.savetxt(os.path.join(dirname,"sigma.csv"),sigma)
np.savetxt(os.path.join(dirname,"sensory_w.csv"),sensory_w)
np.savetxt(os.path.join(dirname,"sensory_erev.csv"),sensory_erev)
np.savetxt(os.path.join(dirname,"sensory_mu.csv"),sensory_mu)
np.savetxt(os.path.join(dirname,"sensory_sigma.csv"),sensory_sigma)
np.savetxt(os.path.join(dirname,"vleak.csv"),vleak)
np.savetxt(os.path.join(dirname,"gleak.csv"),gleak)
np.savetxt(os.path.join(dirname,"cm.csv"),cm)
import tensorflow as tf
import numpy as np
import time
import os
from enum import Enum

class MappingType(Enum):
    Identity = 0
    Linear = 1
    Affine = 2

class ODESolver(Enum):
    SemiImplicit = 0
    Explicit = 1
    RungeKutta = 2

class LTCCell(tf.nn.rnn_cell.RNNCell):

    def __init__(self, num_units):

        self._input_size = -1
        self._num_units = num_units
        self._is_built = False

        # Number of ODE solver steps in one RNN step
        self._ode_solver_unfolds = 6
        self._solver = ODESolver.SemiImplicit

        self._input_mapping = MappingType.Affine

        self._erev_init_factor = 1

        self._w_init_max = 1.0
        self._w_init_min = 0.01
        self._cm_init_min = 0.5
        self._cm_init_max = 0.5
        self._gleak_init_min = 1
        self._gleak_init_max = 1
        
        self._w_min_value = 0.00001
        self._w_max_value = 1000
        self._gleak_min_value = 0.00001
        self._gleak_max_value = 1000
        self._cm_t_min_value = 0.000001
        self._cm_t_max_value = 1000

        self._fix_cm = None
        self._fix_gleak = None
        self._fix_vleak = None
        
    @property
    def state_size(self):
        return self._num_units

    @property
    def output_size(self):
        return self._num_units

    def _map_inputs(self,inputs,resuse_scope=False):
        varscope = "sensory_mapping"
        reuse = tf.AUTO_REUSE
        if(resuse_scope):
            varscope = self._sensory_varscope
            reuse = True

        with tf.variable_scope(varscope,reuse=reuse) as scope:
            self._sensory_varscope = scope
            if(self._input_mapping == MappingType.Affine or self._input_mapping == MappingType.Linear):
                w =  tf.get_variable(name='input_w',shape=[self._input_size],trainable=True,initializer=tf.initializers.constant(1))
                inputs = inputs * w
            if(self._input_mapping == MappingType.Affine):
                b =  tf.get_variable(name='input_b',shape=[self._input_size],trainable=True,initializer=tf.initializers.constant(0))
                inputs = inputs + b
        return inputs

    # TODO: Implement RNNLayer properly,i.e, allocate variables here
    def build(self,input_shape):
        pass

    def __call__(self, inputs, state, scope=None):
        with tf.variable_scope("ltc"):
            if(not self._is_built):
                # TODO: Move this part into the build method inherited form tf.Layers
                self._is_built = True
                self._input_size = int(inputs.shape[-1])

                self._get_variables()

            elif(self._input_size != int(inputs.shape[-1])):
                raise ValueError("You first feed an input with {} features and now one with {} features, that is not possible".format(
                    self._input_size,
                    int(inputs[-1])
                ))
            
            inputs = self._map_inputs(inputs)

            if(self._solver == ODESolver.Explicit):
                next_state = self._ode_step_explicit(inputs,state,_ode_solver_unfolds=self._ode_solver_unfolds)
            elif(self._solver == ODESolver.SemiImplicit):
                next_state = self._ode_step(inputs,state)
            elif(self._solver == ODESolver.RungeKutta):
                next_state = self._ode_step_runge_kutta(inputs,state)
            else:
                raise ValueError("Unknown ODE solver '{}'".format(str(self._solver)))

            outputs = next_state
            
        return outputs, next_state 

    # Create tf variables
    def _get_variables(self):
        self.sensory_mu = tf.get_variable(name='sensory_mu',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=0.3,maxval=0.8))
        self.sensory_sigma = tf.get_variable(name='sensory_sigma',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=3.0,maxval=8.0))
        self.sensory_W = tf.get_variable(name='sensory_W',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.constant(np.random.uniform(low=self._w_init_min,high=self._w_init_max,size=[self._input_size,self._num_units])))
        sensory_erev_init = 2*np.random.randint(low=0,high=2,size=[self._input_size,self._num_units])-1
        self.sensory_erev = tf.get_variable(name='sensory_erev',shape=[self._input_size,self._num_units],trainable=True,initializer=tf.initializers.constant(sensory_erev_init*self._erev_init_factor))

        self.mu = tf.get_variable(name='mu',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=0.3,maxval=0.8))
        self.sigma = tf.get_variable(name='sigma',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=3.0,maxval=8.0))
        self.W = tf.get_variable(name='W',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.constant(np.random.uniform(low=self._w_init_min,high=self._w_init_max,size=[self._num_units,self._num_units])))

        erev_init = 2*np.random.randint(low=0,high=2,size=[self._num_units,self._num_units])-1
        self.erev = tf.get_variable(name='erev',shape=[self._num_units,self._num_units],trainable=True,initializer=tf.initializers.constant(erev_init*self._erev_init_factor))

        if(self._fix_vleak is None):
            self.vleak = tf.get_variable(name='vleak',shape=[self._num_units],trainable=True,initializer=tf.initializers.random_uniform(minval=-0.2,maxval=0.2))
        else:
            self.vleak = tf.get_variable(name='vleak',shape=[self._num_units],trainable=False,initializer=tf.initializers.constant(self._fix_vleak))

        if(self._fix_gleak is None):
            initializer=tf.initializers.constant(self._gleak_init_min)
            if(self._gleak_init_max > self._gleak_init_min):
                initializer = tf.initializers.random_uniform(minval= self._gleak_init_min,maxval = self._gleak_init_max)
            self.gleak = tf.get_variable(name='gleak',shape=[self._num_units],trainable=True,initializer=initializer)
        else:
            self.gleak = tf.get_variable(name='gleak',shape=[self._num_units],trainable=False,initializer=tf.initializers.constant(self._fix_gleak))

        if(self._fix_cm is None):
            initializer=tf.initializers.constant(self._cm_init_min)
            if(self._cm_init_max > self._cm_init_min):
                initializer = tf.initializers.random_uniform(minval= self._cm_init_min,maxval = self._cm_init_max)
            self.cm_t = tf.get_variable(name='cm_t',shape=[self._num_units],trainable=True,initializer=initializer)
        else:
            self.cm_t = tf.get_variable(name='cm_t',shape=[self._num_units],trainable=False,initializer=tf.initializers.constant(self._fix_cm))

    # Hybrid euler method
    def _ode_step(self,inputs,state):
        v_pre = state

        sensory_w_activation = self.sensory_W*self._sigmoid(inputs,self.sensory_mu,self.sensory_sigma)
        sensory_rev_activation = sensory_w_activation*self.sensory_erev

        w_numerator_sensory = tf.reduce_sum(sensory_rev_activation,axis=1)
        w_denominator_sensory = tf.reduce_sum(sensory_w_activation,axis=1)

        for t in range(self._ode_solver_unfolds):
            w_activation = self.W*self._sigmoid(v_pre,self.mu,self.sigma)

            rev_activation = w_activation*self.erev

            w_numerator = tf.reduce_sum(rev_activation,axis=1) + w_numerator_sensory
            w_denominator = tf.reduce_sum(w_activation,axis=1) + w_denominator_sensory
            
            numerator = self.cm_t * v_pre + self.gleak*self.vleak + w_numerator
            denominator = self.cm_t + self.gleak + w_denominator

            v_pre = numerator/denominator

        return v_pre

    def _f_prime(self,inputs,state):
        v_pre = state

        # We can pre-compute the effects of the sensory neurons here
        sensory_w_activation = self.sensory_W*self._sigmoid(inputs,self.sensory_mu,self.sensory_sigma)
        w_reduced_sensory = tf.reduce_sum(sensory_w_activation,axis=1)

        # Unfold the mutliply ODE multiple times into one RNN step
        w_activation = self.W*self._sigmoid(v_pre,self.mu,self.sigma)

        w_reduced_synapse = tf.reduce_sum(w_activation,axis=1)

        sensory_in = self.sensory_erev * sensory_w_activation
        synapse_in = self.erev * w_activation

        sum_in = tf.reduce_sum(sensory_in,axis=1) - v_pre*w_reduced_synapse + tf.reduce_sum(synapse_in,axis=1) - v_pre * w_reduced_sensory
        
        f_prime = 1/self.cm_t * (self.gleak * (self.vleak-v_pre) + sum_in)

        return f_prime

    def _ode_step_runge_kutta(self,inputs,state):

        h = 0.1
        for i in range(self._ode_solver_unfolds):
            k1 = h*self._f_prime(inputs,state)
            k2 = h*self._f_prime(inputs,state+k1*0.5)
            k3 = h*self._f_prime(inputs,state+k2*0.5)
            k4 = h*self._f_prime(inputs,state+k3)

            state = state + 1.0/6*(k1+2*k2+2*k3+k4)

        return state

    def _ode_step_explicit(self,inputs,state,_ode_solver_unfolds):
        v_pre = state

        # We can pre-compute the effects of the sensory neurons here
        sensory_w_activation = self.sensory_W*self._sigmoid(inputs,self.sensory_mu,self.sensory_sigma)
        w_reduced_sensory = tf.reduce_sum(sensory_w_activation,axis=1)


        # Unfold the mutliply ODE multiple times into one RNN step
        for t in range(_ode_solver_unfolds):
            w_activation = self.W*self._sigmoid(v_pre,self.mu,self.sigma)

            w_reduced_synapse = tf.reduce_sum(w_activation,axis=1)

            sensory_in = self.sensory_erev * sensory_w_activation
            synapse_in = self.erev * w_activation

            sum_in = tf.reduce_sum(sensory_in,axis=1) - v_pre*w_reduced_synapse + tf.reduce_sum(synapse_in,axis=1) - v_pre * w_reduced_sensory
            
            f_prime = 1/self.cm_t * (self.gleak * (self.vleak-v_pre) + sum_in)

            v_pre = v_pre + 0.1 * f_prime

        return v_pre
    
    def _sigmoid(self,v_pre,mu,sigma):
        v_pre = tf.reshape(v_pre,[-1,v_pre.shape[-1],1])
        mues = v_pre - mu
        x = sigma*mues
        return tf.nn.sigmoid(x)

    def get_param_constrain_op(self):
        
        cm_clipping_op = tf.assign(self.cm_t,tf.clip_by_value(self.cm_t, self._cm_t_min_value, self._cm_t_max_value))
        gleak_clipping_op = tf.assign(self.gleak,tf.clip_by_value(self.gleak, self._gleak_min_value, self._gleak_max_value))
        w_clipping_op = tf.assign(self.W,tf.clip_by_value(self.W, self._w_min_value, self._w_max_value))
        sensory_w_clipping_op = tf.assign(self.sensory_W ,tf.clip_by_value(self.sensory_W, self._w_min_value, self._w_max_value))

        return [cm_clipping_op,gleak_clipping_op,w_clipping_op,sensory_w_clipping_op]

    def export_weights(self,dirname,sess,output_weights=None):
        os.makedirs(dirname,exist_ok=True)
        w,erev,mu,sigma = sess.run([self.W,self.erev,self.mu,self.sigma])
        sensory_w,sensory_erev,sensory_mu,sensory_sigma = sess.run([self.sensory_W,self.sensory_erev,self.sensory_mu,self.sensory_sigma])
        vleak,gleak,cm = sess.run([self.vleak,self.gleak,self.cm_t])

        if(not output_weights is None):
            output_w,output_b = sess.run(output_weights)
            np.savetxt(os.path.join(dirname,"output_w.csv"),output_w)
            np.savetxt(os.path.join(dirname,"output_b.csv"),output_b)
        np.savetxt(os.path.join(dirname,"w.csv"),w)
        np.savetxt(os.path.join(dirname,"erev.csv"),erev)
        np.savetxt(os.path.join(dirname,"mu.csv"),mu)
        np.savetxt(os.path.join(dirname,"sigma.csv"),sigma)
        np.savetxt(os.path.join(dirname,"sensory_w.csv"),sensory_w)
        np.savetxt(os.path.join(dirname,"sensory_erev.csv"),sensory_erev)
        np.savetxt(os.path.join(dirname,"sensory_mu.csv"),sensory_mu)
        np.savetxt(os.path.join(dirname,"sensory_sigma.csv"),sensory_sigma)
        np.savetxt(os.path.join(dirname,"vleak.csv"),vleak)
        np.savetxt(os.path.join(dirname,"gleak.csv"),gleak)
        np.savetxt(os.path.join(dirname,"cm.csv"),cm)