Created
June 11, 2019 12:20
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start_n = 5 # setting the initial point | |
lr = 0.001 # setting the learning rate | |
precision = 0.000001 #setting the initial precision | |
dr = lambda x: 4 * x**3 - 9 * x**2 # set the gradient of function required | |
n = 1000000 #no of iterations | |
next_n = start_n | |
iter = 0 # set initial count to be 0 | |
for i in range(n): | |
current_n = next_n | |
next_n = current_n - lr*dr(current_n) # moving in the negative of direction of gradient calculated | |
print(next_n) | |
iter += 1 # incrementing initial count | |
if(abs(current_n - next_n) <= precision): # stop when required precision reached | |
break | |
print(f"minimum {next_n}, total iterations: {iter}") | |
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