Tool for calculating PDFs, CDFs and credible intervals of the quotient of beta distributed random variables
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Updated
Jun 6, 2020 - Python
Tool for calculating PDFs, CDFs and credible intervals of the quotient of beta distributed random variables
symODE2: Symbolic analysis of second-order ordinary differential equations with polynomial coefficients
Hypergeometric distributed pseudorandom numbers.
Hypergeometric distribution.
Hypergeometric distribution constructor.
Create an iterator for generating pseudorandom numbers drawn from a hypergeometric distribution.
Create a readable stream for generating pseudorandom numbers drawn from a hypergeometric distribution.
Create an array containing pseudorandom numbers drawn from a hypergeometric distribution.
# Closed-Form Finite Recurrences for SU(2) 3nj Symbols
# Universal Closed-Form Hypergeometric Representation of SU(2) 3nj Symbols
Hypergeometric distribution skewness.
# SU(2) Node Matrix Elements
Hypergeometric distribution expected value.
Natural logarithm of the probability mass function (PMF) for a hypergeometric distribution.
Hypergeometric distribution standard deviation.
Hypergeometric distribution variance.
Closed-form hypergeometric product formula and reproducible implementations for SU(2) 3nj recoupling coefficients. Includes reference datasets, cross-repo validation harness, and paper sources.
Hypergeometric distribution mode.
Hypergeometric distribution quantile function.
Hypergeometric distribution cumulative distribution function (CDF).
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