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Gamma and factorials
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Orthogonal polynomials
ChebyshevT
ChebyshevU
LegendrePolynomial
LegendrePolynomialZero
GaussLegendreWeight
HermitePolynomial
Exponential integrals
Erf
Erfc
Erfi
UpperGamma
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IncompleteBeta
IncompleteBetaRegularized
SinIntegral
LogIntegral
Bessel and Airy functions
AiryAi
AiryBi
AiryAiZero
AiryBiZero
BesselJ
BesselI
BesselY
BesselK
HankelH1
HankelH2
BesselJZero
BesselYZero
CoulombF
CoulombG
CoulombH
CoulombC
CoulombSigma
Hypergeometric functions
Hypergeometric0F1
Hypergeometric1F1
Hypergeometric2F1
Hypergeometric2F0
Hypergeometric3F2
HypergeometricU
HypergeometricUStar
Hypergeometric0F1Regularized
Hypergeometric1F1Regularized
Hypergeometric2F1Regularized
Hypergeometric3F2Regularized
HypergeometricUStarRemainder
Zeta and L-functions
RiemannZeta
RiemannZetaZero
RiemannHypothesis
RiemannXi
HurwitzZeta
LerchPhi
PolyLog
MultiZetaValue
DirichletL
DirichletLZero
DirichletLambda
DirichletCharacter
DirichletGroup
PrimitiveDirichletCharacters
GeneralizedRiemannHypothesis
ConreyGenerator
GeneralizedBernoulliB
StieltjesGamma
KeiperLiLambda
DeBruijnNewmanLambda
GaussSum
Elliptic integrals
AGM
EllipticK
EllipticE
EllipticPi
IncompleteEllipticF
IncompleteEllipticE
IncompleteEllipticPi
CarlsonRF
CarlsonRG
CarlsonRJ
CarlsonRD
CarlsonRC
Elliptic, theta and modular functions
JacobiTheta
DedekindEta
ModularJ
ModularLambda
EisensteinG
EisensteinE
DedekindSum
WeierstrassP
WeierstrassZeta
WeierstrassSigma
HilbertClassPolynomial
EulerQSeries
DedekindEtaEpsilon
ModularGroupAction
ModularGroupFundamentalDomain
ModularLambdaFundamentalDomain
PrimitiveReducedPositiveIntegralBinaryQuadraticForms
JacobiThetaEpsilon
JacobiThetaPermutation
Polynomials, series and rings
Pol
Ser
PolX
SerX
Coefficient
PolynomialDegree
Polynomials
PolynomialFractions
FormalPowerSeries
FormalLaurentSeries
FormalPuiseuxSeries
Zero
One
Characteristic
Rings
CommutativeRings
Fields
QuotientRing
ConreyGenerator
Input:
ConreyGenerator
(p)
$$g_{p}$$
Conrey generator.
Last updated: 2020-03-06 00:22:16