In order to generate 100 normally distributed random numbers in Python by using the function gauss with expectation 1.0 and standard deviation 0.005, one can use numpy.random.normal as follows
import numpy as np
random_numbers = np.random.normal(1.0, 0.005, 100)
In order to store the random_numbers in an array, one can do that with numpy.array as follows
random_numbers_array = np.array(random_numbers)
Then to calculate the mean use numpy.mean
mean = np.mean(random_numbers_array)
And to calculate the standard deviation use numpy.std as follows
std = np.std(random_numbers_array)
A function, that takes as input the mean and std of the random number generator, and does what OP wants, can be something like
def uniformrandom(mean, std):
random_numbers = np.random.normal(mean, std, 100)
random_numbers_array = np.array(random_numbers)
mean = np.mean(random_numbers_array)
std = np.std(random_numbers_array)
return random_numbers_array, mean, std
Let's see what it retrieves
print(uniformrandom(1.0, 0.005))
[Out]:
(array([1.00716042, 0.99938042, 0.99178698, 1.00791888, 1.00623344,
1.00555578, 0.99890757, 1.00695046, 0.98482516, 0.9928371 ,
1.00016377, 0.99510195, 1.00280951, 0.99472607, 0.99453582,
1.00791222, 1.00302319, 1.00004503, 0.99884054, 1.00429994,
0.99591756, 1.010769 , 1.00827643, 0.996754 , 0.99236853,
1.00096622, 1.00092158, 1.00192217, 1.00148108, 0.9975529 ,
1.00953799, 1.0073464 , 0.99942883, 1.0065139 , 1.00265884,
1.00885268, 0.99613224, 1.00299541, 0.99977556, 1.01090735,
1.00132776, 0.99711267, 1.00129545, 1.00500702, 0.99937595,
1.00603761, 0.98960716, 0.99932355, 0.99687272, 1.00332839,
0.991147 , 0.99643908, 0.99279811, 1.00112179, 1.00012058,
0.9989405 , 1.00150169, 1.00683601, 0.99885708, 0.99632519,
1.00112315, 0.99280336, 1.00759542, 1.00140661, 1.00183764,
0.99540866, 1.0002343 , 0.99421579, 1.01169739, 1.00330142,
0.99977923, 1.00365608, 0.9984007 , 1.00106568, 1.00349778,
0.99527499, 0.99189253, 0.99477082, 0.99486919, 0.99784054,
0.99240925, 1.00417557, 0.99566904, 1.00355492, 0.99717846,
0.99910477, 0.99718301, 1.00711659, 0.99623698, 1.00143697,
1.00876763, 1.0049953 , 0.99885742, 0.99498201, 1.00324752,
0.99907905, 0.99762597, 0.99502917, 0.99511507, 1.00991401]), 1.0002981820807302, 0.005332038881947385)