List of redirects
Showing below up to 100 results in range #1 to #100.
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- Airy → Airy Bi
- Airy functions → Airy
- Anger recurrence relation → Anger three-term recurrence
- Associated Laguerre → Associated Laguerre L
- Associated Laguerre polynomials → Associated Laguerre
- Bernoulli polynomial → Bernoulli B
- Bessel → Bessel J
- Bessel-Clifford function → Bessel-Clifford
- Bessel I → Modified Bessel I
- Bessel J sub nu → Bessel J
- Bessel J sub nu and Y sub nu solve Bessel's differential equation → Bessel J and Y solve Bessel's differential equation
- Bessel J sub nu and Y sub nu solve Bessel's differential equation (constant multiple in argument) → Bessel J and Y solve Bessel's differential equation (constant multiple in argument)
- Bessel J sub nu and Y sub nu solve Bessel's differential equation (monomial multiple outside,weighted monomial in argument) → Bessel J and Y solve Bessel's differential equation (monomial multiple outside,weighted monomial in argument)
- Bessel Y sub nu → Bessel Y
- Bessel function → Bessel
- Bessel functions → Bessel
- Beta function → Beta
- Blancmange function → Takagi function
- Bohmer C → Böhmer C
- Bohmer S → Böhmer S
- Book:Edward Charles Titchmarch/The Zeta-Function of Riemann → Book:Edward Charles Titchmarsh/The Zeta-Function of Riemann
- Book:Harry Bateman/Higher Transcendental Functions Volume I → Book:Arthur Erdélyi/Higher Transcendental Functions Volume I
- Book:Harry Bateman/Higher Transcendental Functions Volume II → Book:Arthur Erdélyi/Higher Transcendental Functions Volume II
- Book:Harry Bateman/Higher Transcendental Functions Volume III → Book:Arthur Erdélyi/Higher Transcendental Functions Volume III
- Book:Leonard Lewin/Polylogarithms and Associated Functions → Book:Leonard Lewin/Polylogarithms and Associated Functions/Second Edition
- Book:Milton Abramowitz/Handbook of Mathematical Functions → Book:Milton Abramowitz/Handbook of mathematical functions with formulas, graphs, and mathematical tables
- Book:Milton Abramowitz/Handbook of mathematical functions with formulas, graphs, and mathematical tables → Book:Milton Abramowitz/Handbook of mathematical functions
- Book:Special Functions for Scientists and Engineers/W.W. Bell → Book:W.W. Bell/Special Functions for Scientists and Engineers
- Book:Special functions, a graduate text/Richard Beals → Book:Richard Beals/Special functions, a graduate text
- Cantor function → Devil's staircase
- Catalan's identity for the Fibonacci sequence → Catalan's identity
- Catalan constant → Catalan's constant
- Chebychev differential equation → Chebyshev differential equation
- Chebyshev polynomial of the first kind → Chebyshev T
- Closed form for partition function → Closed form for partition function with sinh
- Complementary error function → Erfc
- Continuous q-Hermite → Continuous q-Hermite polynomial
- Cosine function → Cosine
- Dedekind eta function → Dedekind eta
- Derivative of Legendre chi → Derivative of Legendre chi 2
- Digamma function → Digamma
- Dirichlet beta function → Dirichlet beta
- Dirichlet eta function → Dirichlet eta
- Doubly periodic → Doubly periodic function
- E^(-x/(1-x)) is less than 1-x is less than e^(-x) → E^(-x/(1-x)) is less than 1-x is less than e^(-x) for x in (0,1)
- E (0,1)(z)=1/(1-z) for → E (0,1)(z)=1/(1-z) for abs(z) less than 1
- Ei(-x)=-Integral from -x to infinity of e^(-t)/t dt → Ei(x)=-Integral from -x to infinity of e^(-t)/t dt
- Ei(-x)=-Integral from x to infinity of e^(-t)/t dt → Ei(-x)=-Integral from -x to infinity of e^(-t)/t dt
- Ein function → Entire exponential integral
- Elliptic functions → Elliptic function
- Euler's reflection formula for gamma → Gamma(z)Gamma(1-z)=pi/sin(pi z)
- Euler polynomial → Euler E
- Exponential function → Exponential
- Exponential in terms of hypergeometric 0F0 → 0F0(;;z)=exp(z)
- Exponential integral → Exponential integral E sub n
- Exponential integral E sub n → Exponential integral E
- Faber function F1 → Faber F1
- Faber function F2 → Faber F2
- Faber functions → Faber function F1
- Factorial property of gamma → Gamma(z+1)=zGamma(z)
- Fibonacci → Fibonacci polynomial
- Gamma-Sine Relation → Euler's reflection formula for gamma
- Gamma at positive integers → Gamma(n+1)=n!
- Gamma function → Gamma
- Gegenbauer Polynomials → Gegenbauer C
- Generalized hypergeometric function → Hypergeometrc pFq
- H (1/2)(z)=(2/(pi z))^(1/2)(1-cos(z)) → H (1/2)(z)=sqrt(2/(pi z))(1-cos(z))
- Hadamard's gamma function → Hadamard gamma
- Hankel H sub nu (1) → Hankel H (1)
- Hankel H sub nu (2) → Hankel H (2)
- Hermite polynomial → Hermite polynomial (probabilist)
- Hermite polynomial (physicist) → Hermite (physicist)
- Hermite polynomial (probabilist) → Hermite (probabilist)
- Hurwitz zeta function → Hurwitz zeta
- Hyperbolic cosecant → Csch
- Hyperbolic cosine → Cosh
- Hyperbolic cosine integral → Chi
- Hyperbolic cotangent → Coth
- Hyperbolic secant → Sech
- Hyperbolic sine → Sinh
- Hyperbolic sine integral → Shi
- Hyperbolic tangent → Tanh
- Hypergeometrc pFq → Hypergeometric pFq
- Identity function → Identity
- Imaginary error function → Erfi
- Incomplete elliptic E → Incomplete Elliptic E
- Incomplete gamma → Upper incomplete gamma
- Integral representation of polygamma → Integral representation of polygamma for Re(z) greater than 0
- Irrational number → Irrational
- Jackson q-Bessel (3) → Hahn-Exton q-Bessel
- Jacobi polynomial → Jacobi P
- Klein's invariant J → Klein invariant J
- Klein's j-invariant → Klein's invariant J
- L 2(z)=zPhi(z,2,1) → Li2(z)=zPhi(z,2,1)
- Laguerre polynomial → Laguerre L
- Lambert W function → Lambert W
- Legendre polynomial → Legendre P
- Leonard Lewin/Polylogarithms and Associated Functions → Book:Leonard Lewin/Polylogarithms and Associated Functions
- Liouville function → Liouville lambda
- Log a(z)=1/log b(a) → Log a(b)=1/log b(a)
