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67 lines
1.6 KiB
Python
67 lines
1.6 KiB
Python
# Do this (new version)
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from numpy.random import default_rng
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rng = default_rng()
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vals = rng.standard_normal(10)
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more_vals = rng.standard_normal(10)
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numbers = rng.integers(high, size=5)
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# instead of this (legacy version)
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from numpy import random
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vals = random.standard_normal(10)
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more_vals = random.standard_normal(10)
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numbers = random.integers(high, size=5)
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import numpy
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numpy.random.seed()
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numpy.random.get_state()
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numpy.random.set_state()
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numpy.random.rand()
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numpy.random.ranf()
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numpy.random.sample()
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numpy.random.randn()
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numpy.random.randint()
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numpy.random.random()
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numpy.random.random_integers()
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numpy.random.random_sample()
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numpy.random.choice()
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numpy.random.bytes()
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numpy.random.shuffle()
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numpy.random.permutation()
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numpy.random.beta()
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numpy.random.binomial()
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numpy.random.chisquare()
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numpy.random.dirichlet()
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numpy.random.exponential()
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numpy.random.f()
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numpy.random.gamma()
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numpy.random.geometric()
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numpy.random.gumbel()
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numpy.random.hypergeometric()
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numpy.random.laplace()
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numpy.random.logistic()
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numpy.random.lognormal()
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numpy.random.logseries()
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numpy.random.multinomial()
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numpy.random.multivariate_normal()
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numpy.random.negative_binomial()
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numpy.random.noncentral_chisquare()
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numpy.random.noncentral_f()
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numpy.random.normal()
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numpy.random.pareto()
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numpy.random.poisson()
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numpy.random.power()
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numpy.random.rayleigh()
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numpy.random.standard_cauchy()
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numpy.random.standard_exponential()
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numpy.random.standard_gamma()
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numpy.random.standard_normal()
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numpy.random.standard_t()
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numpy.random.triangular()
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numpy.random.uniform()
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numpy.random.vonmises()
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numpy.random.wald()
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numpy.random.weibull()
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numpy.random.zipf()
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