(모두를 위한 딥러닝) 질병 예측하기 - sigmoid
-0.29412 | 0.487437 | 0.180328 | -0.29293 | 0 | 0.00149 | -0.53117 | -0.03333 | 0 |
-0.88235 | -0.14573 | 0.081967 | -0.41414 | 0 | -0.20715 | -0.76687 | -0.66667 | 1 |
-0.05882 | 0.839196 | 0.04918 | 0 | 0 | -0.30551 | -0.49274 | -0.63333 | 0 |
-0.88235 | -0.10553 | 0.081967 | -0.53535 | -0.77778 | -0.16244 | -0.924 | 0 | 1 |
0 | 0.376884 | -0.34426 | -0.29293 | -0.60284 | 0.28465 | 0.887276 | -0.6 | 0 |
-0.41177 | 0.165829 | 0.213115 | 0 | 0 | -0.23696 | -0.89496 | -0.7 | 1 |
-0.64706 | -0.21608 | -0.18033 | -0.35354 | -0.79196 | -0.07601 | -0.85483 | -0.83333 | 0 |
0.176471 | 0.155779 | 0 | 0 | 0 | 0.052161 | -0.95218 | -0.73333 | 1 |
-0.76471 | 0.979899 | 0.147541 | -0.09091 | 0.283688 | -0.09091 | -0.93168 | 0.066667 | 0 |
-0.05882 | 0.256281 | 0.57377 | 0 | 0 | 0 | -0.86849 | 0.1 | 0 |
-0.52941 | 0.105528 | 0.508197 | 0 | 0 | 0.120715 | -0.9035 | -0.7 | 1 |
0.176471 | 0.688442 | 0.213115 | 0 | 0 | 0.132638 | -0.60803 | -0.56667 | 0 |
0.176471 | 0.396985 | 0.311475 | 0 | 0 | -0.19225 | 0.163962 | 0.2 | 1 |
-0.88235 | 0.899497 | -0.01639 | -0.53535 | 1 | -0.10283 | -0.72673 | 0.266667 | 0 |
-0.17647 | 0.005025 | 0 | 0 | 0 | -0.10581 | -0.65329 | -0.63333 | 0 |
0 | 0.18593 | 0.377049 | -0.05051 | -0.45627 | 0.365127 | -0.59607 | -0.66667 | 0 |
-0.17647 | 0.075377 | 0.213115 | 0 | 0 | -0.11774 | -0.8497 | -0.66667 | 0 |
-0.88235 | 0.035176 | -0.5082 | -0.23232 | -0.80378 | 0.290611 | -0.91033 | -0.6 | 1 |
-0.88235 | 0.155779 | 0.147541 | -0.39394 | -0.77305 | 0.031297 | -0.61486 | -0.63333 | 0 |
-0.64706 | 0.266332 | 0.442623 | -0.17172 | -0.44444 | 0.171386 | -0.46541 | -0.8 | 1 |
-0.05882 | -0.00503 | 0.377049 | 0 | 0 | 0.055142 | -0.73527 | -0.03333 | 1 |
-0.17647 | 0.969849 | 0.47541 | 0 | 0 | 0.186289 | -0.68147 | -0.33333 | 0 |
0.058824 | 0.19598 | 0.311475 | -0.29293 | 0 | -0.13562 | -0.84202 | -0.73333 | 0 |
0.176471 | 0.256281 | 0.147541 | -0.47475 | -0.72813 | -0.07303 | -0.89155 | -0.33333 | 0 |
-0.17647 | 0.477387 | 0.245902 | 0 | 0 | 0.174367 | -0.84714 | -0.26667 | 0 |
-0.88235 | -0.02513 | 0.081967 | -0.69697 | -0.66903 | -0.3085 | -0.65073 | -0.96667 | 1 |
위와 같은 여러 측정값이 있을때 어떤 질병이 걸렸는지 아닌지를 학습시키는 과정이다.
마지막에 0,1 이 0이면 질병이 아니고 1이면 질병에 걸린것이다.
import tensorflow as tf
import numpy as np
# 데이터를 파일에서 가져온다.
xy = np.loadtxt('data-03-diabetes.csv', delimiter=',', dtype=np.float32)
# 처음부터 마지막 컬럼 전까지 측정값이다.
x_data = xy[:, 0:-1]
# 마지막 컬럼이 결과값이다.
y_data = xy[:, [-1]]
# 구성이 어떻게 되어있는지 출력해 준다.
print(x_data.shape, y_data.shape)
# n개의 데이터가 8개의 측정값으로 구성된다.
X = tf.placeholder(tf.float32, shape=[None, 8])
# n개 의 하나의 결과치로 구성된다.
Y = tf.placeholder(tf.float32, shape=[None, 1])
# 8개의 측정값이 있고 1개의 결과가 나온다.
W = tf.Variable(tf.random_normal([8, 1]), name='weight')
# 1개의 결과가 도출된다.
b = tf.Variable(tf.random_normal([1]), name='bias')
# 시그모이드함수로 가설을 세운다. 결과를 0,1 로만 나오게 하기위함이다.
hypothesis = tf.sigmoid(tf.matmul(X, W) + b)
# cost 를 계산한다.
cost = -tf.reduce_mean(Y * tf.log(hypothesis) + (1 - Y) * tf.log(1 - hypothesis))
# cost 를 줄이도록 학습한다.
train = tf.train.GradientDescentOptimizer(learning_rate=0.01).minimize(cost)
# 결과가 0.5 이상이면 1 아니면 0 이다.
predicted = tf.cast(hypothesis > 0.5, dtype=tf.float32)
# 계산된 결과가 결과 값과 같은지 확률을 계산한다.
accuracy = tf.reduce_mean(tf.cast(tf.equal(predicted, Y), dtype=tf.float32))
# 세션을 할당하고 초기화 한다. with 문은 묶인것? 이라고 보면됨.
with tf.Session() as sess:
sess.run(tf.global_variables_initializer())
# 10001 번의 루프를 돌면서 파일의 내용을 학습한다.
for step in range(10001):
cost_val, _ = sess.run([cost, train], feed_dict={X: x_data, Y: y_data})
# 200 번 돌때마다 화면에 step 과 cost 를 출력한다.
if step % 200 == 0:
print(step, cost_val)
# 실재로 학습된 결과로 다시 파일의 내용을 측정해보고 얼마나 정확한지 Accuracy 를 출력해본다.
h, c, a = sess.run([hypothesis, predicted, accuracy],
feed_dict={X: x_data, Y: y_data})
print("\nHypothesis: ", h, "\nCorrect (Y): ", c, "\nAccuracy: ", a)
위 내용의 출력은 Hypothesis 는 학습한 결과 로직에 파일의 내용을 대입했을때 각각에 대한 결과 값이며
Correct 는 결과값에 대한 1,0 을 나타내고 이 값이 실제 값과 얼마나 맞는지 Accuracy 로 나타내는 것입니다.
결과에서보듯이 Accuracy: ', 0.76679844) 으로 76 프로의 확률로 질병인지 아닌지를 판별 가능합니다.
결과
((759, 8), (759, 1)) (0, 0.97422194) (200, 0.73380584) (400, 0.68054277) (600, 0.65738314) (800, 0.64050609) (1000, 0.62598956) (1200, 0.61303777) (1400, 0.60139638) (1600, 0.59091467) (1800, 0.58146954) (2000, 0.57295144) (2200, 0.56526166) (2400, 0.55831152) (2600, 0.5520215) (2800, 0.54632038) (3000, 0.54114515) (3200, 0.53643954) (3400, 0.53215361) (3600, 0.52824324) (3800, 0.52466929) (4000, 0.52139693) (4200, 0.51839536) (4400, 0.51563752) (4600, 0.51309913) (4800, 0.5107587) (5000, 0.50859725) (5200, 0.50659776) (5400, 0.50474519) (5600, 0.50302613) (5800, 0.50142831) (6000, 0.49994111) (6200, 0.498555) (6400, 0.49726117) (6600, 0.49605182) (6800, 0.49492007) (7000, 0.49385962) (7200, 0.49286455) (7400, 0.4919301) (7600, 0.49105117) (7800, 0.49022377) (8000, 0.48944411) (8200, 0.48870838) (8400, 0.48801363) (8600, 0.48735696) (8800, 0.4867357) (9000, 0.48614722) (9200, 0.48558944) (9400, 0.48506039) (9600, 0.48455814) (9800, 0.48408091) (10000, 0.48362702) ('\nHypothesis: ', 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0.69222766], [ 0.86061233], [ 0.86218196], [ 0.73982066], [ 0.40291801], [ 0.90435588], [ 0.92673653], [ 0.29239351], [ 0.14486505], [ 0.75177014], [ 0.38205963], [ 0.73507577], [ 0.36591637], [ 0.47245231], [ 0.33215329], [ 0.79763252], [ 0.87367302], [ 0.15875711], [ 0.37841156], [ 0.54074955], [ 0.49625945], [ 0.51185215], [ 0.77610594], [ 0.16323733], [ 0.91351545], [ 0.1940887 ], [ 0.85807306], [ 0.74741662], [ 0.71906632], [ 0.8625043 ], [ 0.68273556], [ 0.88680202]], dtype=float32), '\nCorrect (Y): ', array([[ 0.], [ 1.], [ 0.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 0.], [ 0.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 1.], [ 0.], [ 1.], [ 0.], [ 0.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 0.], [ 1.], [ 0.], [ 0.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 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1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 0.], [ 1.], [ 0.], [ 0.], [ 0.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 1.], [ 0.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 0.], [ 1.], [ 0.], [ 1.], [ 0.], [ 0.], [ 0.], [ 1.], [ 1.], [ 0.], [ 0.], [ 1.], [ 0.], [ 1.], [ 1.], [ 0.], [ 1.], [ 0.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.], [ 1.]], dtype=float32), '\nAccuracy: ', 0.76679844)