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2025-01-17 Update From: SLTechnology News&Howtos shulou NAV: SLTechnology News&Howtos > Internet Technology >
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This article shares with you the content of the sample analysis of numpy.random. The editor thinks it is very practical, so share it with you as a reference and follow the editor to have a look.
From numpy import randomnumpy.random.uniform (low=0.0, high=1.0, size=None)
Generate size floating point numbers that are uniformly distributed. The range of values is [low, high), and the default range is [0,1.0).
> random.uniform () 0.3999807403689315 > random.uniform (size=1) array ([0.55950578]) > > random.uniform (5,6) 5.293682668235986 > random.uniform (5,6, size= (2)) array ([5.82416021, 5.68916836, 5.89708586], [5.63843125, 5.22963754, 5.4319899]) numpy.random.rand (d0, D1,..., dn)
Generate an array of dimensions (d0, D1,..., dn). The elements of the array are taken from the uniform distribution on [0,1). If there is no parameter input, a number is generated.
> random.rand () 0.4378166124207712 > random.rand (1) array ([0.69845956]) > > random.rand (3prime2) array ([[0.15725424, 0.45786148], [0.63133098, 0.81789056], [0.40032941, 0.19108526]]) > random.rand (3recover2) array ([[0.00404447], [0.3837963], [0.32518355], [0.82482599]) [[0.79603205], [0.19087375]) numpy.random.randint (low, high=None, size=None, dtype='I')
Generate size integers with a value interval of [low, high). If there is no input parameter high, the value interval is [0, low).
> > random.randint (8) 5 > random.randint (8, size=1) array ([1]) > random.randint (8, size= (2pint 2)) array ([4,7,0], [1,4,1]], [[2,6,4]]) > random.randint (8, size= (2pyr3), dtype='int64') array ([5,5,6], [2,7,2]]) [[2,7,6], [4,7,7], dtype=int64) numpy.random.random_integers (low, high=None, size=None)
Generate size integers with a value interval of [low, high]. If there is no input parameter high, the value interval is [1, low]. Note that there are closed intervals around here.
> random.random_integers (5) 1 > random.random_integers (5, size=1) array ([2]) > random.random_integers (4,5, size= (2)) array ([[5,4], [4,4]]) numpy.random.random (size=None)
Generate floating point numbers between [0.0,1.0)
> random.random (5) array ([0.94128141, 0.98725499, 0.48435957, 0.90948135, 0.40570882]) > random.random () 0.49761416226728084
The same usage:
Numpy.random.random_sample
Numpy.random.ranf
Numpy.random.sample (extraction does not repeat)
Numpy.random.bytes (length)
Generate random bytes
> random.bytes (1) baked%'> random.bytes (2) b'\ xd0\ xc3'numpy.random.choice (a, size=None, replace=True, p=None)
Select a random number of size (dimension) size from a (array). Replace=True means repeatable decimation, and p is the probability of each number in a.
If an is an integer, then the array represented by an is arange (a)
> random.choice (5) 3 > random.choice ([0.2,0.4]) 0.2 > random.choice ([0.2,0.4], p = [1,0]) 0.2 > random.choice ([0.2,0.4], p = [0,1]) 0.4 > random.choice (5,5) array ([1,2,4,4]) > random.choice (5,5, False) array ([2,0,1,4,3]) > > random.choice 3, 5), False) array ([[43, 81, 48, 2, 8], [33, 79, 30, 24, 83], [3, 82, 97, 49, 98]], [[32, 12, 15, 0, 96], [19, 61, 6, 42, 60], [7, 93, 20, 18, 58]]) numpy.random.permutation (x)
Randomly disturb the elements in x. If x is an integer, disrupt arange (x), if x is an array, scramble the first index of copy (x), which means to copy x first, disrupt the copy, and disrupt only the first dimension of the array.
> > random.permutation (5) array ([1min2 array 3, 0, 4]) > > random.permutation (5) array ([1, 4, 3, 2]) > random.permutation ([[1 Mie 2 Meng 3], [4 Meng 5 Jo 6]]) array ([1 Meng 2 Meng 3], [4 Meng 5 Jing 6]) > random.permutation ([1 Meng 2 Jing 3], [4 Meng 5 Meng 6]) array ([[4 Jing 5 Jing 6], [1 min 2]) 3]]) numpy.random.shuffle (x)
Similar to permutation, it randomly disrupts the elements in x. If x is an integer, then disrupt arange (x). But shuffle will modify x
> a = arange (5) > aarray ([0,1,2,3,4]) > > random.permutation (a) array ([1,4,3,0]) > aarray ([0,1,2,3,4]) > > random.shuffle (a) > > aarray ([4,1,3,0]) numpy.random.seed (seed=None)
Set the initial value of the random generation algorithm
Other random number functions that accord with function distribution
Numpy.random.beta
Numpy.random.binomial
Numpy.random.chisquare
Numpy.random.dirichlet
Numpy.random.exponential
Numpy.random.f
Numpy.random.gamma
Numpy.random.geometric
Numpy.random.gumbel
Numpy.random.hypergeometric
Numpy.random.laplace
Numpy.random.logistic
Numpy.random.lognormal
Numpy.random.logseries
Numpy.random.multinomial
Numpy.random.multivariate_normal
Numpy.random.negative_binomial
Numpy.random.noncentral_chisquare
Numpy.random.noncentral_f
Numpy.random.normal
Numpy.random.pareto
Numpy.random.poisson
Numpy.random.power
Numpy.random.randn
Numpy.random.rayleigh
Numpy.random.standard_cauchy
Numpy.random.standard_exponential
Numpy.random.standard_gamma
Numpy.random.standard_normal
Numpy.random.standard_t
Numpy.random.triangular
Numpy.random.vonmises
Numpy.random.wald
Numpy.random.weibull
Numpy.random.zipf
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