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extra-bigint
A BigInt can represent whole numbers larger than 2⁵³ - 1.
v1.2.0 URL:
https://unpkg.com/extra-bigint@1.2.0/index.js
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extra
bigint
big
integer
aliquotParts
clamp
greatestPrimeFactor
hcf
leastPrimeFactor
map
mean
rootMeanSquare
abs
aliquotSum
arithmeticMean
binomial
cbrt
ceilDiv
compare
constrain
cubicMean
factorial
floorDiv
gcd
geometricMean
harmonicMean
hypot
is
isPow10
isPow2
isPrime
lcm
lerp
log10
log2
max
maxPrimeFactor
median
min
minPrimeFactor
mod
modes
modp
multinomial
nextPow10
nextPow2
prevPow10
prevPow2
primeExponentials
primeFactors
product
properDivisors
quadriaticMean
range
rem
remap
root
roundDiv
sign
sqrt
sum
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@stdlib/math-base-special-gamma
Gamma function.
v0.3.0 URL:
https://unpkg.com/@stdlib/math-base-special-gamma@0.3.0/lib/index.js
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@stdlib/math-base-special-factorial
Evaluate a factorial.
v0.3.0 URL:
https://unpkg.com/@stdlib/math-base-special-factorial@0.3.0/lib/index.js
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stdlib
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@stdlib/math-base-special-binomcoef
Compute the binomial coefficient.
v0.2.3 URL:
https://unpkg.com/@stdlib/math-base-special-binomcoef@0.2.3/lib/index.js
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stdlib
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choose
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@stdlib/math-base-special-gamma-lanczos-sum-expg-scaled
Calculate a scaled Lanczos sum for the approximation of the gamma function.
v0.3.0 URL:
https://unpkg.com/@stdlib/math-base-special-gamma-lanczos-sum-expg-scaled@0.3.0/lib/index.js
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lanczos
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factorial
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