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吳恩達深度學習Python完整代碼,包含無正則化、L2正則化及Dropout三種情況并包含繪制邊緣曲線,跑通視頻已在壓縮包,更加直觀的證明本程序跑通并實現哪些功能

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代碼片段和文件信息


import?matplotlib.pyplot?as?plt
import?h5py
import?sklearn
import?sklearn.datasets
import?sklearn.linear_model
import?scipy.io
import?numpy?as?np
np.seterr(divide=‘ignore‘?invalid=‘ignore‘)


plt.rcParams[‘figure.figsize‘]?=?(7.0?4.0)?#?set?default?size?of?plots
plt.rcParams[‘image.interpolation‘]?=?‘nearest‘
plt.rcParams[‘image.cmap‘]?=?‘gray‘

def?load_2D_dataset():
????data?=?scipy.io.loadmat(‘datasets/data.mat‘)
????train_X?=?data[‘X‘].T
????train_Y?=?data[‘y‘].T
????test_X?=?data[‘Xval‘].T
????test_Y?=?data[‘yval‘].T

????plt.scatter(train_X[0?:]?train_X[1?:]?c=train_Y[0?:]?s=40?cmap=plt.cm.Spectral);
????plt.show()

????return?train_X?train_Y?test_X?test_Y

def?print_size():
????train_X_size?=?print(train_X.shape)?#(2?211)
????train_Y_size?=?print(train_Y.shape)?#(1?211)
????test_X_size?=?print(test_X.shape)?#(2?200)
????test_Y_size?=?print(test_Y.shape)?#(1?200)

????return?train_X_size?train_Y_size?test_X_size?test_Y_size

#train_X?train_Y?test_X?test_Y?=?load_2D_dataset()
#train_X_size?train_Y_size?test_X_size?test_Y_size?=?print_size()

def?sigmoid(x):
????“““
????Compute?the?sigmoid?of?x

????Arguments:
????x?--?A?scalar?or?numpy?array?of?any?size.

????Return:
????s?--?sigmoid(x)
????“““
????s?=?1?/?(1?+?np.exp(-x))
????return?s


def?relu(x):
????“““
????Compute?the?relu?of?x

????Arguments:
????x?--?A?scalar?or?numpy?array?of?any?size.

????Return:
????s?--?relu(x)
????“““
????s?=?np.maximum(0?x)

????return?s

#類似He?et?al?Initialize
def?initialize_parameters(layer_dims):
????“““
????Arguments:
????layer_dims?--?python?array?(list)?containing?the?dimensions?of?each?layer?in?our?network

????Returns:
????parameters?--?python?dictionary?containing?your?parameters?“W1“?“b1“?...?“WL“?“bL“:
????????????????????W1?--?weight?matrix?of?shape?(layer_dims[l]?layer_dims[l-1])
????????????????????b1?--?bias?vector?of?shape?(layer_dims[l]?1)
????????????????????Wl?--?weight?matrix?of?shape?(layer_dims[l-1]?layer_dims[l])
????????????????????bl?--?bias?vector?of?shape?(1?layer_dims[l])

????Tips:
????-?For?example:?the?layer_dims?for?the?“Planar?Data?classification?model“?would?have?been?[221].
????This?means?W1‘s?shape?was?(22)?b1?was?(12)?W2?was?(21)?and?b2?was?(11).?Now?you?have?to?generalize?it!
????-?In?the?for?loop?use?parameters[‘W‘?+?str(l)]?to?access?Wl?where?l?is?the?iterative?integer.
????“““

????np.random.seed(3)
????parameters?=?{}
????L?=?len(layer_dims)?#?number?of?layers?in?the?network

????for?l?in?range(1?L):
????????parameters[‘W‘?+?str(l)]?=?np.random.randn(layer_dims[l]?layer_dims[l?-?1])?/?np.sqrt(layer_dims[l?-?1])
????????parameters[‘b‘?+?str(l)]?=?np.zeros((layer_dims[l]?1))

????????#assert?(parameters[‘W‘?+?str(l)].shape?==?layer_dims[l]?layer_dims[l?-?1])
????????#assert?(parameters[‘W‘?+?str(l)].shape?==?layer_dims[l]?1)

????return?parameters


def?forward_propagation(X

?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----
?????文件?????2545837??2018-12-25?14:16??20181215Python-無正則化、L2正則化與Dropout.mp4
?????目錄???????????0??2018-12-25?14:29??datasets\
?????文件????????6038??2017-09-03?18:02??datasets\data.mat
?????文件???????19889??2018-12-25?11:16??Regularization_French?Football_3NN.py

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