Python math.make_onehot函数代码示例

 def backprop(self,xs,ys,hs,y_hat):
     ns = len(xs)
     h_final = hs[ns-1]
     delta = (y_hat -ys)
     self.grads.b2 += delta 
     ht = h_final.reshape(len(h_final),1)
     delta = delta.reshape(len(ys),1)
     self.grads.U += delta.dot(ht.T)
      
     # H and L
     t = ns-1 # last t
     current = self.params.U.T.dot(delta) * ht * (1-ht) # the common part
     prev_ht = hs[t-1].reshape(len(hs[t-1]),1)
     self.grads.H += current.dot(prev_ht.T)
     self.grads.b1 += current.reshape((len(current),))
     xt = make_onehot(xs[t],self.vdim).reshape(self.vdim,1)
     self.sgrads.L[xs[t]] = xt.dot(current.T)[xs[t]]
     for i in range(1,self.bptt):
         if t<i: # so that h[-2] doesn't return anything
             continue
         ht_i = hs[t-i].reshape(len(hs[t-i]),1)
         prev_ht_i = hs[t-i-1].reshape(len(hs[t-i-1]),1)
         current = self.params.H.T.dot(current)*ht_i*(1-ht_i)
         self.grads.H += current.dot(prev_ht_i.T)
         self.grads.b1 += current.reshape((len(current),))
         prev_xt = make_onehot(xs[t-i],self.vdim).reshape(self.vdim,1)
         self.sgrads.L[xs[t-i]] = prev_xt.dot(current.T)[xs[t-i]]

 def forwardProp(self,node, correct=[], guess=[]):
     cost  =  total = 0.0
     # this is exactly the same setup as forwardProp in rnn.py
     if node.isLeaf == True:
         node.fprop = True
         node.hActs1 = self.L[:,node.word]
         node.hActs2 = self.ReLU(self.W2.dot(node.hActs1)+self.b2)
         node.probs = softmax(self.Ws.dot(node.hActs2)+self.bs)
         p = node.probs*make_onehot(node.label,len(self.bs))
         cost = -np.log(np.sum(p))
         correct.append(node.label)
         guess.append(np.argmax(node.probs))
         return cost, 1
     
     c1,t1 = self.forwardProp(node.left,correct,guess)
     c2,t2 = self.forwardProp(node.right,correct,guess)
     if node.left.fprop and node.right.fprop:
         node.fprop = True
         h = np.hstack([node.left.hActs1, node.right.hActs1])
         node.hActs1 = self.ReLU(self.W1.dot(h) + self.b1)
         node.hActs2 = self.ReLU(self.W2.dot(node.hActs1) + self.b2)
         node.probs = softmax(self.Ws.dot(node.hActs2)+self.bs)
         p = node.probs*make_onehot(node.label,len(self.bs))
         cost = -np.log(np.sum(p))
         correct.append(node.label)
         guess.append(np.argmax(node.probs))
         
     cost += c1
     cost += c2
     total += t1
     total += t2
     return cost, total + 1

 def forwardProp(self,node,correct, guess):
     cost = total = 0.0
     if node.isLeaf == True:
         node.fprop = True
         node.hActs1 = self.L[:, node.word]
         node.probs = softmax(self.Ws.dot(node.hActs1)+self.bs)
         p = node.probs*make_onehot(node.label, len(self.bs))
         cost = -np.log(np.sum(p))
         correct.append(node.label)
         guess.append(np.argmax(node.probs))
         return cost, 1
         
     c1,t1 = self.forwardProp(node.left,correct,guess)
     c2,t2 = self.forwardProp(node.right,correct,guess)
     if node.left.fprop and node.right.fprop:
         node.fprop = True
         h = np.hstack([node.left.hActs1, node.right.hActs1])
         tmp = np.zeros(len(node.left.hActs1))
         for i in range(len(tmp)):
             tmp[i] = h.dot(self.V[i]).dot(h)
         node.hActs1 = self.ReLU(self.W.dot(h) + self.b + tmp)
         node.probs = softmax(self.Ws.dot(node.hActs1)+self.bs)
         p = node.probs*make_onehot(node.label,len(self.bs))
         cost = -np.log(np.sum(p))
         correct.append(node.label)
         guess.append(np.argmax(node.probs))
         
     cost += c1
     cost += c2
     total += t1
     total += t2
     return cost, total + 1

    def backprop(self,xs,ys,hs_f,hs_b,y_hat):
        inverted_xs = list(reversed(xs))
        ns = len(xs)
        ht_f = hs_f[ns-1].reshape(len(hs_f[ns-1]),1)
        ht_b = hs_b[ns-1].reshape(len(hs_b[ns-1]),1)
        delta = self.params.weights*(y_hat -ys)
        self.grads.b2 += delta
        delta = delta.reshape(len(ys),1)
        self.grads.U += delta.dot(hstack([ht_f,ht_b]).reshape((1,2*len(ht_f))))
         
        # H and L
        t = ns-1 # last t
        current_f = self.params.U.T.dot(delta)[:self.hdim] * ht_f * (1-ht_f)
        current_b = self.params.U.T.dot(delta)[self.hdim:] * ht_b * (1-ht_b) # the common part

        # update initial Hs
        prev_ht_f = hs_f[t-1].reshape(len(hs_f[t-1]),1)
        self.grads.H_f += current_f.dot(prev_ht_f.T)
        self.grads.b1_f += current_f.reshape((len(current_f),))

        prev_ht_b = hs_b[t-1].reshape(len(hs_b[t-1]),1)
        self.grads.H_b += current_b.dot(prev_ht_b.T)
        self.grads.b1_b += current_b.reshape((len(current_b),))

        # update initial L
        xt = make_onehot(xs[t],self.vdim).reshape(self.vdim,1)
        self.sgrads.L[xs[t]] = xt.dot(current_f.T)[xs[t]]
        inv_xt = make_onehot(inverted_xs[t],self.vdim).reshape(self.vdim,1)
        self.sgrads.L[inverted_xs[t]] = inv_xt.dot(current_b.T)[inverted_xs[t]]

        # update the rest
        for i in range(1,self.bptt):
            if t<i: # so that h[-2] doesn't return anything
                continue
            ht_f_i = hs_f[t-i].reshape(len(hs_f[t-i]),1)
            prev_ht_f_i = hs_f[t-i-1].reshape(len(hs_f[t-i-1]),1)
            current_f = self.params.H_f.T.dot(current_f)*ht_f_i*(1-ht_f_i)
            self.grads.H_f += current_f.dot(prev_ht_f_i.T)
            self.grads.b1_f += current_f.reshape((len(current_b),))

            ht_b_i = hs_b[t-i].reshape(len(hs_b[t-i]),1)
            prev_ht_b_i = hs_b[t-i-1].reshape(len(hs_b[t-i-1]),1)
            current_b = self.params.H_b.T.dot(current_b)*ht_b_i*(1-ht_b_i)
            self.grads.H_b += current_b.dot(prev_ht_b_i.T)
            self.grads.b1_b += current_b.reshape((len(current_b),))

            prev_xt = make_onehot(xs[t-i],self.vdim).reshape(self.vdim,1)
            self.sgrads.L[xs[t-i]] = prev_xt.dot(current_f.T)[xs[t-i]]
            prev_inv_xt = make_onehot(inverted_xs[t-i],self.vdim).reshape(self.vdim,1)
            self.sgrads.L[inverted_xs[t-i]] = prev_inv_xt.dot(current_b.T)[inverted_xs[t-i]]

    def backProp(self,node,error=None):

        # Clear nodes
        node.fprop = False
        ################
        # TODO: Implement the recursive backProp function
        #  - you should update self.dWs, self.dbs, self.dW, self.db, and self.dL[node.word] accordingly
        #  - node: your current node in the parse tree
        #  - error: error that has been passed down from a previous iteration
        ################

        errorCur = node.probs - make_onehot(node.label,len(self.bs))
        self.dWs += np.outer(errorCur, node.hActs1)
        self.dbs += errorCur

        errorCur = errorCur.dot(self.Ws)
        if error is not None:
            errorCur += error

        if node.isLeaf == True:
            self.dL[node.word] += errorCur
            return

        errorCur = errorCur*self.df(node.hActs1)
        self.dW += np.outer(errorCur,np.hstack([node.left.hActs1, node.right.hActs1]))
        self.db += errorCur
        errorDown = errorCur.dot(self.W)        
        self.backProp(node.left,errorDown[:self.wvecDim])
        self.backProp(node.right,errorDown[self.wvecDim:])

    def backProp(self,node,error=None):

        # Clear nodes
        node.fprop = False
        # this is exactly the same setup as backProp in rnn.py
        errorCur = node.probs - make_onehot(node.label,len(self.bs))
        self.dWs += np.outer(errorCur,node.hActs2)
        self.dbs += errorCur
        errorCur = errorCur.dot(self.Ws)*self.df(node.hActs2)
        self.dW2 += np.outer(errorCur,node.hActs1)
        self.db2 += errorCur
        errorCur =  errorCur.dot(self.W2)
        if error is not None:
            errorCur += error
        if node.isLeaf == True:
            self.dL[node.word] += errorCur
            return

        errorCur = errorCur*self.df(node.hActs1)
        tmp1 = np.ones(self.W1.shape).dot(np.diag(np.hstack([node.left.hActs1, node.right.hActs1])))
        self.dW1 += np.diag(errorCur).dot(tmp1)
        self.db1 += errorCur

        errorCur = errorCur.dot(self.W1)
        self.backProp(node.left,errorCur[:self.wvecDim])
        self.backProp(node.right,errorCur[self.wvecDim:])

    def compute_loss(self, windows, labels):
        """
        Compute the loss for a given dataset.
        windows = same as for predict_proba
        labels = list of class labels, for each row of windows
        """

        #### YOUR CODE HERE ####

        print "windows shape ", windows.shape 
        x = self.sparams.L[windows[:,0]]
        for i in range(len(windows[0])-1):
            x = np.concatenate((x,self.sparams.L[windows[:,i+1]]),axis=1)

        z = self.params.W.dot(x.T)+self.params.b1.reshape((self.params.b1.shape[0],1))
        h = tanh(z)
        p = softmax(self.params.U.dot(h)+self.params.b2.reshape((self.params.b2.shape[0],1)))
        labelArray = np.zeros((len(labels),self.params.b2.shape[0]))
        for i in range(len(labels)):
            labelArray[i] = make_onehot(labels[i],self.params.b2.shape[0])
        batch = len(labels)
        p = p*labelArray.T
        p = np.sum(p,axis=0)
        J = np.sum(-np.log(p))
        Jreg = batch*(self.lreg/2.0)*(np.sum(self.params.W**2)+np.sum(self.params.U**2))
        J += Jreg                    
        #### END YOUR CODE ####
        return J

    def _acc_grads(self, window, label):
        """
        Accumulate gradients, given a training point
        (window, label) of the format

        window = [x_{i-1} x_{i} x_{i+1}] # three ints
        label = {0,1,2,3,4} # single int, gives class

        Your code should update self.grads and self.sgrads,
        in order for gradient_check and training to work.

        So, for example:
        self.grads.U += (your gradient dJ/dU)
        self.sgrads.L[i] = (gradient dJ/dL[i]) # this adds an update for that index
        """
        xf = []
        for idx in window:
            xf.extend( self.sparams.L[idx]) # extract representation
        tanhX = tanh(self.params.W.dot(xf) + self.params.b1)
        softmaxP = softmax(self.params.U.dot(tanhX) + self.params.b2)
        y = make_onehot(label, len(softmaxP))
        delta2 = softmaxP -y
        self.grads.U += outer(delta2, tanhX) + self.lreg * self.params.U
        self.grads.b2 += delta2
        delta1 = self.params.U.T.dot(delta2)*(1. - tanhX*tanhX)
        self.grads.W += outer(delta1, xf) + self.lreg * self.params.W
        self.grads.b1 += delta1

    def compute_loss(self, windows, labels):
        """
        Compute the loss for a given dataset.
        windows = same as for predict_proba
        labels = list of class labels, for each row of windows
        """

        #### YOUR CODE HERE ####
        if not hasattr(windows[0], "__iter__"):
            windows = [windows]
            labels = [labels]

        N = len(windows)

        # x = self.sparams.L[windows]
        # x = x.reshape((N,x.shape[-2]*x.shape[-1]))
        # z = x.dot(self.params.W.T) + self.params.b1
        # h = tanh(z)
        # z2 = h.dot(self.params.U.T) + self.params.b2
        # p = softmax(z2)
        # J -= sum(log(p[0][labels])
        # J += (self.lreg / 2.0) * (sum(self.params.W**2.0) + sum(self.params.U**2.0))

        J = 0
        for n in xrange(N):
            x = self.sparams.L[windows[n]]
            x = reshape(x, x.shape[0]*x.shape[1])
            h = tanh(self.params.W.dot(x) + self.params.b1)
            y_hat = softmax(self.params.U.dot(h) + self.params.b2)
            y = make_onehot(labels[n], len(y_hat))
            J -= sum(y*log(y_hat))
        J += (self.lreg / 2.0) * (sum(self.params.W**2.0) + sum(self.params.U**2.0))
        #### END YOUR CODE ####
        return J

    def b_prop(self, ys):

        #L = self.params['L']
        Wh = self.params['Wh']
        #Wx = self.params['Wx']
        U = self.params['U']
        b1 = self.params['b1']
        b2 = self.params['b2']
        N = len(ys)

        delta_above = np.zeros(self.hdim)
        for t in xrange(N-1,-1, -1):
            delta_3 = self.yhats[:,t] - make_onehot(ys[t], self.outdim)
            self.grads['U'] += np.outer(delta_3, self.hs[:,t])
            self.grads['b2'] += delta_3
            dh = np.dot(np.transpose(U), delta_3) + delta_above
            delta_2 = dh * (self.hs[:,t] > 0)
            self.grads['b1'] += delta_2
            self.grads['Wh'] += np.outer(delta_2, self.hs[:,t-1])
            #self.grads['Wx'] += np.outer(delta_2, L[:,xs[t]])
            #self.grads['L'][:,xs[t]] += np.dot(np.transpose(Wx), delta_2)
            delta_below = np.dot(np.transpose(Wh), delta_2)

            delta_above = delta_below
        return delta_below

    def backProp(self,node,error=None):
        # Clear nodes
        node.fprop = False
        errorCur = node.probs - make_onehot(node.label,len(self.bs))
        self.dWs += np.outer(errorCur, node.hActs1)
        self.dbs += errorCur

        errorCur = errorCur.dot(self.Ws)
        if error is not None:
            errorCur += error

        if node.isLeaf == True:
            self.dL[node.word] += errorCur
            return

        errorCur = errorCur*self.df(node.hActs1)
        LR = np.hstack([node.left.hActs1, node.right.hActs1])
        self.dW += np.outer(errorCur,LR)
        self.db += errorCur

        S = np.zeros(len(LR))
        for i in range(len(self.V)):
            self.dV[i] += errorCur[i]*np.outer(LR,LR)
            S += (self.V[i]+self.V[i].T).dot(LR)*errorCur[i]
        
        errorDown = errorCur.dot(self.W) + S        
        self.backProp(node.left,errorDown[:self.wvecDim])
        self.backProp(node.right,errorDown[self.wvecDim:])

    def _acc_grads(self, window, label):
        """
        Accumulate gradients, given a training point
        (window, label) of the format

        window = [x_{i-1} x_{i} x_{i+1}] # three ints
        label = {0,1,2,3,4} # single int, gives class

        Your code should update self.grads and self.sgrads,
        in order for gradient_check and training to work.

        So, for example:
        self.grads.U += (your gradient dJ/dU)
        self.sgrads.L[i] = (gradient dJ/dL[i]) # this adds an update for that index
        """
        #### YOUR CODE HERE ####
        ##
        # Forward propagation
        x = hstack(self.sparams.L[window, :])
        h = tanh(2*(self.params.W.dot(x)+self.params.b1))
        p = softmax(self.params.U.dot(h)+self.params.b2)
        ##
        y = make_onehot(label, 5)
        delta = p - y
        # Backpropagation
        self.grads.U += outer(delta, h) + self.lreg * self.params.U
        self.grads.b2 += delta
        gradh = dot(self.params.U.T,delta) * (1-h**2)
        self.grads.W += outer(gradh, x) + self.lreg * self.params.W
        self.grads.b1 += gradh

        dL = self.params.W.T.dot(gradh).reshape(self.window_size, self.word_vec_size)
        for i in xrange(self.window_size):
            self.sgrads.L[window[i], :] = dL[i]

    def _acc_grads(self, xs, ys):
        """
        Accumulate gradients, given a pair of training sequences:
        xs = [<indices>] # input words
        ys = [<indices>] # output words (to predict)
        Your code should update self.grads and self.sgrads,
        in order for gradient_check and training to work.
        So, for example:
        self.grads.H += (your gradient dJ/dH)
        self.sgrads.L[i] = (gradient dJ/dL[i]) # update row
        Per the handout, you should:
            - make predictions by running forward in time
                through the entire input sequence
            - for *each* output word in ys, compute the
                gradients with respect to the cross-entropy
                loss for that output word
            - run backpropagation-through-time for self.bptt
                timesteps, storing grads in self.grads (for H)
                and self.sgrads (for L,U)
        You'll want to store your predictions \hat{y}(t)
        and the hidden layer values h(t) as you run forward,
        so that you can access them during backpropagation.
        At time 0, you should initialize the hidden layer to
        be a vector of zeros.
        """

        # Expect xs as list of indices
        ns = len(xs) #3
        # make matrix here of corresponding h(t)
        # hs[-1] = initial hidden state (zeros)
        hs = zeros((ns+1, self.hdim))
        # predicted probas
        ps = zeros((ns, self.vdim))

        #### YOUR CODE HERE ####

        ##
        # Forward propagation

        # for each time step
        for t in xrange(ns):
            hs[t] = sigmoid(dot(self.params.H, hs[t - 1]) + self.sparams.L[xs[t]])
            ps[t] = softmax(dot(self.params.U, hs[t]))

        ##
        # Backward propagation through time

        for j in xrange(ns):
            y = make_onehot(ys[j], self.vdim)
            y_hat_minus_y = ps[j] - y
            self.grads.U += outer(y_hat_minus_y, hs[j])
            delta = dot(self.params.U.T, y_hat_minus_y) * hs[j] * (1.0 - hs[j])

            # start at j and go back self.bptt times (total self.bptt + 1 elements, including current one)
            for t in xrange(j, j - self.bptt - 1, -1):
                if t - 1 >= -1:
                    self.grads.H += outer(delta, hs[t - 1]) #See from above.. hs[-1] is list of zeros.
                    self.sgrads.L[xs[t]] = delta
                    delta = dot(self.params.H.T, delta) * hs[t - 1] * (1.0 - hs[t - 1])

    def forwardProp(self,node, correct=[], guess=[]):
        cost  =  total = 0.0
        # this is exactly the same setup as forwardProp in rnn.py
        if node.isLeaf == True:
            node.fprop = True
            node.hActs1 = self.L[:,node.word]
            #node.hActs2 = self.ReLU(self.W2.dot(node.hActs1)+self.b2)

            tmp = node.hActs1*self.mask1
            tmpMaxout = np.zeros((self.maxoutK, self.middleDim))
            for i in range(self.maxoutK):
                tmpMaxout[i] = self.W2[i].dot(tmp) + self.b2[i]
            (node.hActs2, node.idx) = self.maxout(tmpMaxout)
            
            node.probs = softmax(self.Ws.dot(node.hActs2*self.mask)+self.bs)
            p = node.probs*make_onehot(node.label,len(self.bs))
            cost = -np.log(np.sum(p))
            correct.append(node.label)
            guess.append(np.argmax(node.probs))
            return cost, 1
        
        c1,t1 = self.forwardProp(node.left,correct,guess)
        c2,t2 = self.forwardProp(node.right,correct,guess)
        if node.left.fprop and node.right.fprop:
            node.fprop = True
            h = np.hstack([node.left.hActs1, node.right.hActs1])
            node.hActs1 = self.ReLU(self.W1.dot(h) + self.b1)
            #node.hActs2 = self.ReLU(self.W2.dot(node.hActs1)+self.b2)
            tmp = node.hActs1*self.mask1
            tmpMaxout = np.zeros((self.maxoutK, self.middleDim))
            for i in range(self.maxoutK):
                tmpMaxout[i] = self.W2[i].dot(tmp) + self.b2[i]
            (node.hActs2, node.idx) = self.maxout(tmpMaxout)

            node.probs = softmax(self.Ws.dot(node.hActs2*self.mask)+self.bs)
            p = node.probs*make_onehot(node.label,len(self.bs))
            cost = -np.log(np.sum(p))
            correct.append(node.label)
            guess.append(np.argmax(node.probs))
            
        cost += c1
        cost += c2
        total += t1
        total += t2
        return cost, total + 1

    def _acc_grads(self, window, label):
        """
        Accumulate gradients, given a training point
        (window, label) of the format

        window = [x_{i-1} x_{i} x_{i+1}] # three ints
        label = {0,1,2,3,4} # single int, gives class

        Your code should update self.grads and self.sgrads,
        in order for gradient_check and training to work.

        So, for example:
        self.grads.U += (your gradient dJ/dU)
        self.sgrads.L[i] = (gradient dJ/dL[i]) # this adds an update for that index
        """
        #### YOUR CODE HERE ####
        L = self.sparams.L
        U = self.params.U
        W = self.params.W
        b1 = self.params.b1
        b2 = self.params.b2
        windowSize = self.windowSize
        wordVecLen = self.wordVecLen
        lambda_ = self.lreg
        alpha = self.alpha
        ##
        # Forward propagation
        x = hstack(L[window, :])
        z1 = W.dot(x) + b1
        h = tanh(z1)
        z2 = U.dot(h) + b2
        y_hat = softmax(z2)
        
        ##
        # Backpropagation
        target = make_onehot(label, len(y_hat))
        delta = y_hat - target
        
        #self.grads.U += delta.dot(h.T) + lambda_ * U
        #outer函数很有用
        self.grads.U += outer(delta, h) + lambda_ * U
        self.grads.b2 += delta
        
        grad_h = U.T.dot(delta) * (1 - h ** 2)
        self.grads.W += outer(grad_h, x) + lambda_ * W
        self.grads.b1 += grad_h
        
        sgrad_L = W.T.dot(grad_h)
        sgrad_L = sgrad_L.reshape(windowSize, wordVecLen)
        
        for i in xrange(windowSize):
            self.sgrads.L[window[i], :] = sgrad_L[i, :]