def lenet(X, params):
h1_conv = nd.Convolution(data=X,
weight=params[0],
bias=params[1],
kernel=(3, 3),
num_filter=20)
h1_activation = nd.reshape(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type='avg',
kernel=(2, 2),
stride=(2, 2))
h2_conv = nd.Convolution(data=h1,
weight=params[2],
bias=params[3],
kernel=(5, 5),
num_filter=50)
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type='avg',
kernel=(2, 2),
stride=(2, 2))
h2 = nd.flatten(h2)
h3_linear = nd.dot(h2, params[4]) + params[5]
h3 = nd.relu(h3_linear)
y_hat = nd.dot(h3, params[6]) + params[7]
return y_hat
def lenet(X, params):
h1_conv = nd.Convolution(data=X,
weight=params[0],
bias=params[1],
kernel=(3, 3),
num_filter=20)
h1_act = nd.relu(data=h1_conv)
h1_pool = nd.Pooling(data=h1_act,
pool_type="avg",
kernel=(2, 2),
stride=(2, 2))
h2_conv = nd.Convolution(data=h1_pool,
weight=params[2],
bias=params[3],
kernel=(5, 5),
num_filter=50)
h2_act = nd.relu(data=h2_conv)
h2_pool = nd.Pooling(data=h2_act,
pool_type="avg",
kernel=(2, 2),
stride=(2, 2))
h2_flatten = nd.Flatten(data=h2_pool)
h3_fc = nd.dot(h2_flatten, params[4]) + params[5]
h3_act = nd.relu(data=h3_fc)
h4_fc = nd.dot(h3_act, params[6]) + params[7]
return h4_fc
def net(self, X, debug=False):
########################
# Define the computation of the first convolutional layer
########################
h1_conv = nd.Convolution(data=X, weight=self.W1, bias=self.b1, kernel=(2, 3, 3), num_filter=20)
h1_activation = self.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation, pool_type="avg", kernel=(2, 2, 2), stride=(2, 2, 2))
########################
# Define the computation of the second convolutional layer
########################
h2_conv = nd.Convolution(data=h1, weight=self.W2, bias=self.b2, kernel=(1, 5, 5), num_filter=50)
h2_activation = self.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation, pool_type="avg", kernel=(1, 2, 2), stride=(1, 2, 2))
########################
# Flattening h2 so that we can feed it into a fully-connected layer
########################
h2 = nd.flatten(h2)
########################
# Define the computation of the third (fully-connected) layer
########################
h3_linear = nd.dot(h2, self.W3) + self.b3
h3 = self.relu(h3_linear)
########################
# Define the computation of the output layer
########################
yhat_linear = nd.dot(h3, self.W4) + self.b4
#yhat = self.softmax(yhat_linear)
return yhat_linear
def LetNet_Direct(X, verbose=False):
# 初始化参数
params = initialize_params()
W1, b1, W2, b2, W3, b3, W4, b4 = params
# 1. 将数据集copy到GPU
X = X.as_in_context(ctx)
# 2. 定义卷积层
# 2.1 卷积层一
h1_conv = nd.Convolution(data=X, weight=W1, bias=b1, kernel=W1.shape[2:],num_filter=W1.shape[0])
h1_activation = nd.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation, pool_type='max', kernel=(2,2),stride=(2,2))
# 2.2 卷积层二
h2_conv = nd.Convolution(data=h1, weight=W2, bias=b2,kernel=W2.shape[2:], num_filter=W2.shape[0])
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation, pool_type='max', kernel=(2,2), stride=(2,2)) #Plooing的Kernel值，决定输出图像大小
# Flatten成2-dimens矩阵，以作为Dense层输入
h2 = nd.flatten(h2)
# 3. 定义全连接层
# 3.1 第一层全连接：激活函数非线性
h3_linear = nd.dot(h2, W3) + b3
h3 = nd.relu(h3_linear)
# 3.2 第二层全连接
h4 = nd.dot(h3_linear, W4) + b4
# 是否显示详细信息：各层代码块的输出shape
if verbose:
print('1st conv block: ', h1.shape)
print('2st conv block: ', h2.shape)
print('3st dense: ', h3.shape)
print('4st dense: ', h4.shape)
return h4
def net(x):
# x = x.as_in_context(w1.context)
# first conv layer
# (bs, 1, 28, 28) ==> (bs, 20, 12, 12)
h1_conv = nd.Convolution(data=x,
weight=w1,
bias=b1,
kernel=w1.shape[2:],
num_filter=w1.shape[0])
h1_activation = nd.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
# second conv layer
# (bs, 20, 12, 12) ==> (bs, 50, 5, 5) ==> (bs, 50*5*5)
h2_conv = nd.Convolution(data=h1,
weight=w2,
bias=b2,
kernel=w2.shape[2:],
num_filter=w2.shape[0])
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
h2 = h2.flatten()
# first fc layer
# (bs, 1250) ==> (bs, 128)
h3 = nd.relu(nd.dot(h2, w3) + b3)
# second fc layer
# (bs, 128) ==> (bs, 10)
h4 = nd.dot(h3, w4) + b4
return h4
def net(X, verbose=False):
X = X.reshape((batch_size, 1, 28, 28))
out1 = nd.Convolution(data=X,
weight=w1,
bias=b1,
kernel=w1.shape[2:],
num_filter=w1.shape[0])
out2 = nd.relu(out1)
out3 = nd.Pooling(data=out2, pool_type="max", kernel=(2, 2), stride=(2, 2))
out4 = nd.Convolution(data=out3,
weight=w2,
bias=b2,
kernel=w2.shape[2:],
num_filter=w2.shape[0])
out5 = nd.relu(out4)
out6 = nd.Pooling(data=out5, pool_type="max", kernel=(2, 2), stride=(2, 2))
out7 = nd.dot(nd.flatten(out6), w3) + b3
out8 = nd.relu(out7)
out9 = nd.dot(out8, w4) + b4
if verbose:
print('1st conv block:', out3.shape)
print('2nd conv block:', out5.shape)
print('2nd conv block:', out6.shape)
print('2nd conv block:', out7.shape)
print('1st dense:', out8.shape)
print('2nd dense:', out9.shape)
# print('output:', out9)
return out9
def net(X, verbose=False):
h1_conv = nd.Convolution(data=X,
weight=w1,
bias=b1,
kernel=w1.shape[2:],
num_filter=w1.shape[0])
h1_activation = nd.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
h2_conv = nd.Convolution(data=h1,
weight=w2,
bias=b2,
kernel=w2.shape[2:],
num_filter=w2.shape[0])
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
h2 = nd.flatten(h2)
h3_linear = nd.dot(h2, w3) + b3
h3 = nd.relu(h3_linear)
h4_linear = nd.dot(h3, w4) + b4
return h4_linear
def net(X, params, is_training=True, debug=False):
W1, b1, gamma1, beta1, W2, b2, gamma2, beta2, W3, b3, gamma3, beta3, W4, b4 = params
h1_conv = nd.Convolution(data=X, weight=W1, bias=b1, kernel=(3, 3), num_filter=20)
h1_normed = batch_norm(h1_conv, gamma1, beta1, scope_name='bn1', is_training=is_training)
h1_activation = relu(h1_normed)
h1 = nd.Pooling(data=h1_activation, pool_type="avg", kernel=(2, 2), stride=(2, 2))
if debug:
print("h1 shape: %s" % (np.array(h1.shape)))
h2_conv = nd.Convolution(data=h1, weight=W2, bias=b2, kernel=(5, 5), num_filter=50)
h2_normed = batch_norm(h2_conv, gamma2, beta2, scope_name='bn2', is_training=is_training)
h2_activation = relu(h2_normed)
h2 = nd.Pooling(data=h2_activation, pool_type="avg", kernel=(2, 2), stride=(2, 2))
if debug:
print("h2 shape: %s" % (np.array(h2.shape)))
h2 = nd.flatten(h2)
if debug:
print("Flat h2 shape: %s" % (np.array(h2.shape)))
h3_linear = nd.dot(h2, W3) + b3
h3_normed = batch_norm(h3_linear, gamma3, beta3, scope_name="bn3", is_training=is_training)
h3 = relu(h3_normed)
yhat_linear = nd.dot(h3, W4) + b4
if debug:
print("yhat_linear shape: %s" % (np.array(yhat_linear.shape)))
return yhat_linear
def net(X, debug=False):
########################
# Define the computation of the first convolutional layer
########################
h1_conv = nd.Convolution(data=X,
weight=W1,
bias=b1,
kernel=(3, 3),
num_filter=20)
h1_activation = relu(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type="avg",
kernel=(2, 2),
stride=(2, 2))
if debug:
print("h1 shape: %s" % (np.array(h1.shape)))
########################
# Define the computation of the second convolutional layer
########################
h2_conv = nd.Convolution(data=h1,
weight=W2,
bias=b2,
kernel=(5, 5),
num_filter=50)
h2_activation = relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type="avg",
kernel=(2, 2),
stride=(2, 2))
if debug:
print("h2 shape: %s" % (np.array(h2.shape)))
########################
# Flattening h2 so that we can feed it into a fully-connected layer
########################
h2 = nd.flatten(h2)
if debug:
print("Flat h2 shape: %s" % (np.array(h2.shape)))
########################
# Define the computation of the third (fully-connected) layer
########################
h3_linear = nd.dot(h2, W3) + b3
h3 = relu(h3_linear)
if debug:
print("h3 shape: %s" % (np.array(h3.shape)))
########################
# Define the computation of the output layer
########################
yhat_linear = nd.dot(h3, W4) + b4
if debug:
print("yhat_linear shape: %s" % (np.array(yhat_linear.shape)))
return yhat_linear
def net(X, verbose=False):
X = X.as_in_context(W1.context)
# 第一层卷积
h1_conv = nd.Convolution(data=X,
weight=W1,
bias=b1,
kernel=W1.shape[2:],
num_filter=W1.shape[0])
h1_activation = nd.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
# 第二层卷积
h2_conv = nd.Convolution(data=h1,
weight=W2,
bias=b2,
kernel=W2.shape[2:],
num_filter=W2.shape[0])
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
h2 = nd.flatten(h2)
# 第一层全连接
h3_linear = nd.dot(h2, W3) + b3
h3 = nd.relu(h3_linear)
# 第二层全连接
h4_linear = nd.dot(h3, W4) + b4
if verbose:
print('h1_conv:', h1_conv.shape)
print('h1_activation:', h1_activation.shape)
print('1st conv block:', h1.shape)
print('-------------------\n')
print('h2_conv:', h2_conv.shape)
print('h2_activation:', h2_activation.shape)
print('2nd conv block:', h2.shape)
print('-------------------\n')
print('h3_linear:', h3_linear.shape)
print('1st dense:', h3.shape)
print('2nd dense:', h4_linear.shape)
print('output:', h4_linear)
return h4_linear
def net(X, is_training=False, verbose=False):
X = X.as_in_context(W1.context)
# X = X.flatten().reshape((X.shape[0], X.shape[3], X.shape[1], X.shape[2]))
# 第一层卷积
h1_conv = nd.Convolution(data=X,
weight=W1,
bias=b1,
kernel=W1.shape[2:],
num_filter=W1.shape[0])
# 第一层归一化
h1_bn = batch_norm(h1_conv, gamma1, beta1, is_training, moving_mean1,
moving_variance1)
# 第一层激活函数
h1_activation = nd.relu(h1_bn)
# 第一层pooling
h1 = nd.Pooling(data=h1_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
# 第二层卷积
h2_conv = nd.Convolution(data=h1,
weight=W2,
bias=b2,
kernel=W2.shape[2:],
num_filter=W2.shape[0])
h2_bn = batch_norm(h2_conv, gamma2, beta2, is_training, moving_mean2,
moving_variance2)
h2_activation = nd.relu(h2_bn)
h2 = nd.Pooling(data=h2_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
h2 = nd.flatten(h2)
# 第一层全连接
h3_linear = nd.dot(h2, W3) + b3
h3 = nd.relu(h3_linear)
# 第二层全连接
h4_linear = nd.dot(h3, W4) + b4
if verbose:
print('1st conv block:', h1.shape)
print('2nd conv block:', h2.shape)
print('1st dense:', h3.shape)
print('2nd dense:', h4_linear.shape)
print('output:', h4_linear)
return h4_linear
def toy_ssd_forward(x, model, sizes, ratios, verbose=False):
""" 定义一个前向传播函数 """
# 拿到主体网络, 下降模块, 类别预测模块, 边框预测模块
body, down_samples, class_predictors, box_predictors = model
# 定义锚点, 类别预测, 边框预测
anchors, class_preds, box_preds = [], [], []
# feature extraction
x = body(x)
# 5层预测: 原始图像 + 3层减半模块 + 全局Pool池化
for i in range(5):
# anchor shape: batch_size x 每幅图像锚框数 x 4, return时, 沿dim = 1 concat.
anchors.append(MultiBoxPrior(x, sizes=sizes[i], ratios=ratios[i]))
# class_predictor返回的shape为: batch_size x channel x height x width, 而后flatten成:batch_sizse x (height x width x channel), return时再concat一起
class_preds.append(flatten_prediction(class_predictors[i](x)))
# 同class
box_preds.append(flatten_prediction(box_predictors[i](x)))
if verbose:
print('Predict scale', i, x.shape, 'with', anchors[-1].shape[1], 'anchors')
if i < 3:
x = down_samples[i](x)
elif i == 3:
x = nd.Pooling(x, global_pool=True, pool_type='max', kernel=(x.shape[2], x.shape[3]))
# concat data
return (concat_prediction(*anchors), # anchors: batch_size x (dim=1, 每层输出concat一起) x 4
concat_prediction(*class_preds), # class_preds: batch_size x (dim=1, 每层输出的h * w * c, concat一起)
concat_prediction(*box_preds))
def toy_ssd_forward(x, model, sizes, ratios, verbose=True):
body, downsamplers, classpredictors, boxpredictors = model
anchors, class_preds, box_preds = [], [], [] # null list
# Caution: how the data flow
x = body(x)
for i in range(5):
anchors.append(MultiBoxPrior(
x, sizes=sizes[i],
ratios=ratios[i])) # generate 4 box per pixel of x, total 5 scales
class_preds.append(flatten_predict(classpredictors[i](x)))
box_preds.append(flatten_predict(boxpredictors[i](x)))
if verbose:
print('Predict scale', i, x.shape, 'with', anchors[-1].shape[1],
'achors')
if i < 3:
x = downsamplers[i](x)
elif i == 3:
x = nd.Pooling(x,
global_pool=True,
pool_type='max',
kernel=(x.shape[2], x.shape[3])) # Global kernel
return (
concat_predict(anchors), # the channel dim is the
concat_predict(class_preds),
concat_predict(box_preds))
def toy_ssd_forward(x, model, sizes, ratios, verbose=False):
body, downsamplers, class_predictors, box_predictors = model
anchors, class_preds, box_preds = [], [], []
# feature extraction
x = body(x)
for i in range(5):
# predict
anchors.append(MultiBoxPrior(x, sizes=sizes[i], ratios=ratios[i]))
class_preds.append(flatten_prediction(class_predictors[i](x)))
box_preds.append(flatten_prediction(box_predictors[i](x)))
# if verbose:
# print('Predict scale', i, x.shape, 'with', anchors[-1].shape[1], 'anchors')
# print('Predict scale', i, x.shape, 'with', anchors[-1].shape[1], 'anchors')
# down sample
if i < 3:
x = downsamplers[i](x)
elif i == 3:
x = nd.Pooling(x,
global_pool=True,
pool_type='max',
kernel=(x.shape[2], x.shape[3]))
return (concat_predictions(anchors), concat_predictions(class_preds),
concat_predictions(box_preds))
def model_forward(x, net, down_samples, class_preds, box_preds, cap_transforms,
sizes, ratios):
# extract feature with the body network
x = net(x)
# for each scale, add anchors, box and class predictions,
# then compute the input to next scale
default_anchors = []
predicted_boxes = []
predicted_classes = []
for i in range(5):
default_anchors.append(
MultiBoxPrior(x, sizes=sizes[i], ratios=ratios[i]))
prime_out = cap_transforms[i](x)
class_capout = class_preds[i * 2](prime_out)
class_pred = class_preds[i * 2 + 1](class_capout)
class_pred = nd.flatten(nd.transpose(class_pred, (0, 2, 3, 1)))
'''
class_pred = class_preds[i](x)
class_pred = nd.flatten(nd.transpose(class_pred, (0,2,3,1)))
'''
box_pred = nd.flatten(nd.transpose(box_preds[i](x), (0, 2, 3, 1)))
# print class_pred.shape, box_pred.shape
print class_pred.shape
# print class_pred.shape
predicted_boxes.append(box_pred)
predicted_classes.append(class_pred)
if i < 3:
x = down_samples[i](x)
elif i == 3:
# simply use the pooling layer
x = nd.Pooling(x, global_pool=True, pool_type='max', kernel=(4, 4))
return default_anchors, predicted_classes, predicted_boxes
def ssd_forward(self, x):
'''
Helper function of the forward pass of the sdd
'''
x = self.body(x)
default_anchors = []
predicted_boxes = []
predicted_classes = []
for i in range(self.num_anchors):
default_anchors.append(
MultiBoxPrior(x,
sizes=self.anchor_sizes[i],
ratios=self.anchor_ratios[i]))
predicted_boxes.append(
self._flatten_prediction(self.box_preds[i](x)))
predicted_classes.append(
self._flatten_prediction(self.class_preds[i](x)))
if i < len(self.downsamples):
x = self.downsamples[i](x)
elif i == 3:
x = nd.Pooling(x,
global_pool=True,
pool_type='max',
kernel=(4, 4))
return default_anchors, predicted_classes, predicted_boxes
def _nms(heat, kernel=3):
pad = (kernel - 1) // 2
hmax = nd.Pooling(data=heat,
kernel=(kernel, kernel),
stride=(1, 1),
pad=(pad, pad)) # default is max pooling
keep = (hmax == heat).astype('float32')
return heat * keep
def net(X, verbose=False):
X = X.as_in_context(W1.context)
# first convolution layer
h1_conv = nd.Convolution(data=X,
weight=W1,
bias=b1,
kernel=W1.shape[2:],
num_filter=W1.shape[0])
h1_activation = nd.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
# print(h1.shape)
# second convolution layer
h2_conv = nd.Convolution(data=h1,
weight=W2,
bias=b2,
kernel=W2.shape[2:],
num_filter=W2.shape[0])
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
# print(h2.shape)
h2 = nd.flatten(h2)
# first layer fully connected
h3_linear = nd.dot(h2, W3) + b3
h3 = nd.relu(h3_linear)
# second layer fully connected
h4_linear = nd.dot(h3, W4) + b4
if verbose:
print('1st conv block:', h1.shape)
print('2nd conv block:', h2.shape)
print('1st dense:', h3.shape)
print('2nd dense:', h4_linear.shape)
print('output:', h4_linear)
return h4_linear
def relevance_layerwise(self, out, *args, **kwargs):
R = out
a = self._in[0]
pkwargs = self._kwargs.copy()
pkwargs['pool_type'] = 'sum'
# suppress mxnet warnings about sum-pooling nob being supported with cudnn
pkwargs['cudnn_off'] = True
a.attach_grad()
with autograd.record():
z = nd.Pooling(a, **pkwargs)
z.backward(out_grad=R / (z + (z == 0.)))
return a * a.grad
def Net(X, is_training=False, verbose=False):
# 第一层卷积
h1_conv = nd.Convolution(X,
weight=W1,
bias=b1,
kernel=W1.shape[2:],
num_filter=c1)
h1_bn = batch_norm(h1_conv, gamma1, beta1, is_training, moving_mean1,
moving_variance1)
h1_activation = nd.Activation(h1_bn, act_type='relu')
h1 = nd.Pooling(h1_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
# second Convolution
h2_conv = nd.Convolution(h1,
weight=W2,
bias=b2,
kernel=W2.shape[2:],
num_filter=c2)
h2_bn = batch_norm(h2_conv, gamma2, beta2, is_training, moving_mean2,
moving_variance2)
h2_activation = nd.relu(h2_bn)
h2 = nd.Pooling(h2_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
h2 = nd.flatten(h2)
h3_linear = nd.dot(h2, W3) + b3
h3 = nd.relu(h3_linear)
h4_linear = nd.dot(h3, W4) + b4
if verbose:
print('1st conv block:', h1.shape)
print('2nd conv block:', h2.shape)
print('1st dense block:', h3.shape)
print('2nd dense block:', h4_linear.shape)
print('output:', h4_linear)
return h4_linear
def net(X, Verbose=False):
X = X.as_in_context(W1.context) #将X的存储位置与W1一致
#第一层卷积
h1_conv = nd.Convolution(data=X,
weight=W1,
bias=b1,
kernel=W1.shape[2:],
num_filter=W1.shape[0])
h1_activation = nd.relu(h1_conv)
h1 = nd.Pooling(data=h1_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
#第二层卷积
h2_conv = nd.Convolution(data=h1,
weight=W2,
bias=b2,
kernel=W2.shape[2:],
num_filter=W2.shape[0])
h2_activation = nd.relu(h2_conv)
h2 = nd.Pooling(data=h2_activation,
pool_type="max",
kernel=(2, 2),
stride=(2, 2))
h2 = h2.flatten()
#第三层全链接
h3 = nd.relu(nd.dot(h2, W3) + b3)
#第四层全链接
h4 = nd.dot(h3, W4) + b4
if Verbose:
print('1st conv block:', h1.shape)
print('2nd conv block:', h2.shape)
print('1st dense:', h3.shape)
print('2nd dense:', h4.shape)
print('output:', h4)
return h4
def net(x, is_training=False):
x = x.as_in_context(w1.context)
# print('x shape: ', x.shape)
h1_conv = nd.Convolution(data=x,
weight=w1,
bias=b1,
kernel=w1.shape[2:],
num_filter=c1)
h1_bn = batch_norm(h1_conv, gamma_1, beta_1, is_training, moving_mean_1,
moving_variance_1)
h1_activation = nd.relu(h1_bn)
h1 = nd.Pooling(data=h1_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
h2_conv = nd.Convolution(data=h1,
weight=w2,
bias=b2,
kernel=w2.shape[2:],
num_filter=c2)
h2_bn = batch_norm(h2_conv, gamma_2, beta_2, is_training, moving_mean_2,
moving_variance_2)
h2_activation = nd.relu(h2_bn)
h2 = nd.Pooling(h2_activation,
pool_type='max',
kernel=(2, 2),
stride=(2, 2))
h2 = h2.flatten()
h3_linear = nd.dot(h2, w3) + b3
h3 = nd.relu(h3_linear)
h4_linear = nd.dot(h3, w4) + b4
return h4_linear
def toy_ssd_forward(self, x, body, downsamples, class_preds, box_preds, sizes, ratios):
# extracted features
x = body(x)
default_anchors = []
predicted_boxes = []
predicted_classes = []
for i in range(5):
default_anchors.append(MultiBoxPrior(x, sizes=sizes[i], ratios=ratios[i]))
predicted_boxes.append(self.flatten_prediction(box_preds[i](x)))
predicted_classes.append(self.flatten_prediction(class_preds[i](x)))
if i < 3:
x = downsamples[i](x)
elif i == 3:
x = nd.Pooling(x, global_pool=True, pool_type='max', kernel=(4, 4))
return default_anchors, predicted_classes, predicted_boxes
def mobile_net_forward(x, body, downsamples, class_preds, box_preds, sizes,
ratios):
x = body(x)
default_anchors = []
predicted_boxes = []
predicted_classes = []
for i in range(5):
default_anchors.append(MultiBoxPrior(x, sizes[i], ratios=ratios[i]))
predicted_boxes.append(flatten_prediction(box_preds[i](x)))
predicted_classes.append(flatten_prediction(class_preds[i](x)))
# print(predicted_classes[i].shape)
if i < 3:
x = downsamples[i](x)
elif i == 3:
x = nd.Pooling(x, global_pool=True, pool_type='max', kernel=(4, 4))
return default_anchors, predicted_boxes, predicted_classes
def max_pool2d(data, pool_size, strides, padding, ceil_mode):
data_nd = nd.array(data)
pad = padding
if len(padding) == 1:
pad = (padding[0], padding[0])
out = nd.Pooling(data_nd,
pool_size,
pool_type="max",
global_pool=False,
stride=strides,
pad=pad)
data_npy = np.array(data)
ashape = data_npy.shape
n, ic, ih, iw = data_npy.shape
sh, sw = strides
kh, kw = pool_size
bshape = [n, ic, ih, iw]
if len(padding) == 1:
pt = pl = pb = pr = padding[0]
else:
pt = pb = padding[0]
pl = pr = padding[1]
if ceil_mode:
pb += sh - 1
pr += sw - 1
pad_np = np.full((n, ic, ih + pt + pb, iw + pl + pr),
-127).astype(INT32)
# pad_np = np.zeros(shape=(n, ic, ih+pt+pb, iw+pl+pr)).astype(INT32)
no_zero = (range(n), range(ic), (range(pt,
ih + pt)), (range(pl, iw + pl)))
pad_np[np.ix_(*no_zero)] = data_npy
bshape[2] = int(math.floor(float(ashape[2] - kh + pt + pb) / sh) + 1)
bshape[3] = int(math.floor(float(ashape[3] - kw + pl + pr) / sw) + 1)
if pt >= kh or (bshape[2] - 1) * sh - pt >= ashape[2]:
raise ValueError("ceil_mode exceed out of input")
if pl >= kw or (bshape[3] - 1) * sw - pl >= ashape[3]:
raise ValueError("ceil mode exceed out of input")
_, oc, oh, ow = bshape
b_np = np.zeros(shape=(n, oc, oh, ow)).astype(INT32)
for i in range(oh):
for j in range(ow):
b_np[:, :, i, j] = np.max(pad_np[:, :, i * sh:i * sh + kh,
j * sw:j * sw + kw],
axis=(2, 3))
return [b_np]
def forward(self, x):
# MXNet nd.Convolution takes in a 4D Tensor of [nSamples x nChannels x Height x Width]
x = mx.nd.array(x)
layer = 0
for w in self.conv_filters_:
x = nd.Convolution(data=x,
weight=w,
kernel=w.shape[-2:],
num_filter=w.shape[0],
no_bias=True)
if self.poolings_:
window = (self.poolings_[layer], self.poolings_[layer])
x = nd.Pooling(data=x,
pool_type="max",
kernel=window,
stride=window)
layer += 1
return x.asnumpy()
def toy_ssd_forward(x, body, downsamples, class_preds, box_preds, sizes,
ratios):
# extract feature with the body network
x = body(x)
# for each scale, add anchors, box and class predictions,
# then compute the input to next scale
default_anchors = []
predicted_boxes = []
predicted_classes = []
for i in range(5):
default_anchors.append(
MultiBoxPrior(x, sizes=sizes[i], ratios=ratios[i]))
predicted_boxes.append(flatten_prediction(box_preds[i](x)))
predicted_classes.append(flatten_prediction(class_preds[i](x)))
if i < 3:
x = downsamples[i](x)
elif i == 3:
# simply use the pooling layer
x = nd.Pooling(x, global_pool=True, pool_type='max', kernel=(4, 4))
return default_anchors, predicted_classes, predicted_boxes
def net(X, verbose=False):
X = X.as_in_context(W1.context) #将X转到和W1一样的ctx上
#第一层卷积
h1_cov = nd.Convolution(data=X, weight=W1, bias=b1, kernel=W1.shape[2:], num_filter=W1.shape[0])
h1_activation = nd.relu(h1_cov)
h1 = h1.Pooling(data=h1_activation, pool_type="max", kernel=(2,2), stride=(2,2))
#第二层卷积
h2_cov = nd.Convolution(data=h1, weight=W2, bias=b2, kernel=W2.shape[2:], num_filter=W2.shape[0])
h2_activation = nd.relu(h2_cov)
h2 = nd.Pooling(data=h2_activation, pool_type="max", kernel=(2,2), stride=(2,2))
#拉平，变为全连接
h2 = nd.flatten(h2)
#第一层全连接
h3_linear = nd.dot(h2, W3) + b3
h3 = nd.relu(h3_linear)
#第四层全连接
h4_linear = nd.dot(h3, W4) + b4
#用于打印网络规模
if verbose:
print('1st conv block:', h1.shape)
print('2nd conv block:', h2.shape)
print('1st dense:', h3.shape)
print('2nd dense:', h4_linear.shape)
print('output:', h4_linear)
w = nd.arange(16).reshape((2, 2, 2, 2))
print("w = ", w)
b = nd.array([1, 2])
data = nd.arange(18).reshape((1, 2, 3, 3))
print('data = ', data)
out = nd.Convolution(data, w, b, kernel=w.shape[2:], num_filter=w.shape[0])
print('output:', out)
print('w.shape[2:]:', w.shape[2:])
print('w.shape[0]:', w.shape[0])
# Pooling
data = nd.arange(18).reshape((1, 2, 3, 3))
max_pool = nd.Pooling(data=data, pool_type='max', kernel=(2, 2))
avg_pool = nd.Pooling(data=data, pool_type='avg', kernel=(2, 2))
print('max pooling = ', max_pool)
print('avg pooling = ', avg_pool)
import sys
from utils import load_data_fashion_mnist
batch_size = 256
train_data, test_data = load_data_fashion_mnist(batch_size)
# define model
import mxnet as mx
ctx = mx.cpu()
_ = nd.zeros((1, ), ctx = ctx)
params = [W1, b1, W2, b2, W3, b3, W4, b4]
for param in params:
param.attach_grad()
for data, _ in train_data:
data = data.as_in_context(ctx)
break
conv = nd.Convolution(data=data,
weight=W1,
bias=b1,
kernel=(3, 3),
num_filter=20)
print(conv.shape)
pool = nd.Pooling(data=conv, pool_type="max", kernel=(2, 2), stride=(2, 2))
print(pool.shape)
def relu(X):
return nd.maximum(X, nd.zeros_like(X))
def softmax(y_linear):
exp = nd.exp(y_linear - nd.max(y_linear))
partition = nd.sum(exp, axis=0, exclude=True).reshape((-1, 1))
return exp / partition
def softmax_cross_entropy(yhat_linear, y):
return -nd.nansum(y * nd.log_softmax(yhat_linear), axis=0, exclude=True)
