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May 31, 2017 20:23
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import tensorflow as tf | |
import numpy as np | |
# Start by creating random values: | |
x_data = np.random.rand(100).astype(np.float32) | |
_y_data = 3 + 5 * x_data | |
y_data = np.vectorize(lambda y: y + np.random.normal(loc=0.0, scale=0.1))(_y_data) | |
# ... and then initializing the variables a and b, with any random guess, | |
# and then defining the linear function: | |
b0 = tf.Variable(0.5) | |
b1 = tf.Variable(1.0) | |
y = b0 + b1 * x_data | |
# Loss function | |
loss = tf.reduce_mean(tf.square(y - y_data)) | |
optimizer = tf.train.GradientDescentOptimizer(0.5) | |
train = optimizer.minimize(loss) | |
init = tf.global_variables_initializer() | |
# Note: on older tensorflow versions the function was called: initialize_all_variables() | |
ses = tf.Session() | |
ses.run(init) | |
train_data = [] | |
for step in range(100): | |
evals = ses.run([train, b0, b1])[1:] | |
if step % 5 == 0: | |
print("Step: {step}, evaluation: {evals}".format(step=step, evals=evals)) | |
# Step: 0, evaluation: [4.9611549, 3.5183027] | |
# Step: 5, evaluation: [3.7335129, 3.6137826] | |
# Step: 10, evaluation: [3.5216508, 4.0207472] | |
# Step: 15, evaluation: [3.37235, 4.3058095] | |
# Step: 20, evaluation: [3.2676356, 4.5057435] | |
# Step: 25, evaluation: [3.1941922, 4.6459718] | |
# Step: 30, evaluation: [3.1426811, 4.7443233] | |
# Step: 35, evaluation: [3.1065528, 4.8133044] | |
# Step: 40, evaluation: [3.0812135, 4.8616853] | |
# Step: 45, evaluation: [3.0634415, 4.895618] | |
# Step: 50, evaluation: [3.0509768, 4.9194169] | |
# Step: 55, evaluation: [3.0422344, 4.9361095] | |
# Step: 60, evaluation: [3.0361025, 4.9478168] | |
# Step: 65, evaluation: [3.0318019, 4.956028] | |
# Step: 70, evaluation: [3.0287859, 4.9617872] | |
# Step: 75, evaluation: [3.02667, 4.965827] | |
# Step: 80, evaluation: [3.0251865, 4.9686594] | |
# Step: 85, evaluation: [3.0241456, 4.9706464] | |
# Step: 90, evaluation: [3.0234158, 4.9720407] | |
# Step: 95, evaluation: [3.0229037, 4.9730182] |
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