math
Implementation of a hypergeometric distribution, modeled after org.apache.commons.math3.distribution.HypergeometricDistribution, but supporting Long parameters.
Emit an exponentially-increasing sequence of integers composed of repetitions of steps scaled by successive powers
of base.
Some utilities for generating exponential sequences of integers that can be used as e.g.
Some utilities for generating exponential sequences of integers that can be used as e.g. histogram-bucket boundaries.
Constructors.
Serialization wrapper for Longs which burns one bit per byte indicating whether any more bytes follow.
Serialization wrapper for Longs which burns one bit per byte indicating whether any more bytes follow.
Can utilize less serialized space than naively writing 8-byte Longs in datasets where absolute values tend to be less than 248 more often than they are ≥ 255.
Long's absolute values correspond to the following number of serialized bytes:
[ 0, 26): 1 byte [ 26, 213): 2 bytes [213, 220): 3 bytes [220, 227): 4 bytes [227, 234): 5 bytes [234, 241): 6 bytes [241, 248): 7 bytes [248, 255): 8 bytes [255, 2^63): 9 bytes
The first byte, in addition to its most significant bit indicating whether any more bites follow, uses its second-most-significant bit to represent the sign of the Long.
Implementation of a hypergeometric distribution, modeled after org.apache.commons.math3.distribution.HypergeometricDistribution, but supporting Long parameters.
Population size.
Number of successes.
Number to sample.