Contents
Index
factory-0.2.1.1: Rational arithmetic in an irrational world.
A
B
C
D
E
F
G
H
I
L
M
N
O
P
Q
R
S
T
U
W
Z
!
*
<
=
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All
Index - S
Series
1 (Type/Class)
Factory.Math.Implementations.Pi.BBP.Series
2 (Type/Class)
Factory.Math.Implementations.Pi.Borwein.Series
3 (Type/Class)
Factory.Math.Implementations.Pi.Ramanujan.Series
4 (Type/Class)
Factory.Math.Implementations.Pi.Spigot.Series
series
1 (Function)
Factory.Math.Implementations.Pi.BBP.Bellard
2 (Function)
Factory.Math.Implementations.Pi.BBP.Base65536
3 (Function)
Factory.Math.Implementations.Pi.Spigot.Gosper
4 (Function)
Factory.Math.Implementations.Pi.Spigot.RabinowitzWagon
5 (Function)
Factory.Math.Implementations.Pi.Borwein.Borwein1993
6 (Function)
Factory.Math.Implementations.Pi.Ramanujan.Chudnovsky
7 (Function)
Factory.Math.Implementations.Pi.Ramanujan.Classic
seriesScalingFactor
Factory.Math.Implementations.Pi.BBP.Series
shift
Factory.Data.Interval
shiftCoefficient
Factory.Data.Monomial
ShiftedGeometricDistribution
Factory.Math.Probability
shiftExponent
Factory.Data.Monomial
SieveOfAtkin
Factory.Math.Implementations.Primes.Algorithm
sieveOfAtkin
Factory.Math.Implementations.Primes.SieveOfAtkin
SieveOfEratosthenes
Factory.Math.Implementations.Primes.Algorithm
sieveOfEratosthenes
Factory.Math.Implementations.Primes.SieveOfEratosthenes
simplify
Factory.Math.Precision
smoothness
Factory.Math.PrimeFactorisation
Spigot
Factory.Math.Pi
splitAt'
Factory.Data.Interval
spread
Factory.Math.ArithmeticGeometricMean
square
1 (Function)
Factory.Math.Power
2 (Function)
Factory.Data.Ring
3 (Function)
Factory.Data.Monomial
squareFree
Factory.Math.PrimeFactorisation
squareRoot
Factory.Math.SquareRoot
squareRootFrom
Factory.Math.SquareRoot
squaresFrom
Factory.Math.Power
step
Factory.Math.SquareRoot
succession
Factory.Math.Hyperoperation
sum'
1 (Function)
Factory.Math.Summation
2 (Function)
Factory.Math.DivideAndConquer
3 (Function)
Factory.Data.Ring
sumR
Factory.Math.Summation
sumR'
Factory.Math.Summation