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Mathematics
>
Calculus and Analysis
>
Special Functions
ITEMS
56
items are in this category. Listing
all
items:
Approaching the Riemann Hypothesis with Mathematica
Computation of the Regular Confluent Hypergeometric Function
Computations of Spheroidal Harmonies with Complex Arguments: A Review with an Algorithm
A Computer Proof of a Polynomial Identity Implying a Partition Theorem of Göllnitz
Computing the Coefficients of a Recurrence Formula for Numerical Integration by Moments and Modified Moments
Continued Fractions and 2D Hurwitz Polynomials
A Definite Integral in terms of the LogGamma function
Definite Logarithmic Integrals Expressed in term of the Log Gamma function with plots
Distributional Alchemy
Elliptic Baker-Akhiezer Functions and an Application to an Integrable Dynamical System
Elliptic Rational Functions
The Evaluation of Integrals of Bessel Functions via G-Function Identities
Exploring the q-Riemann zeta function and q-Bernoulli polynomials
Finite Quantum Chaos
Fourth-Order Differential Equation Satisfied by the Associated of Any Order of All Classical Orthogonal Polynomials. A Study of Their Distribution of Zeros
Fourth-order Differential Equations Satisfied by the Generalized Co-recursive of all Classical Orthogonal Polynomials. A Study of Their Distribution of Zeros
Graphical Discovery of a New Identity for Jacobi Polynomials
The Holomorphic Flow of the Riemann Zeta Function
HYP and HYPQ
HYP and HYPQ: Mathematica Packages for the Manipulation of Binomial Sums and Hypergeometric Series Respectively q-Binomial Sums and Basic Hypergeometric Series
The identification problem for transcendental functions
Implementing Matrix Mechanics in Mathematica: Determination of Clebsch-Gordan Coefficients by Matrix Diagonalization
In and Out
Mathematica One-Liners
The meaning of infinity in calculus and computer algebra systems
Moment-Based Density Approximants
Next-to-leading-order corrections to the gamma(*) impact factor: First numerical results for the real corrections to gamma(*)(L)
Numerous Neat Algorithms for the Voigt Profile Function
On numerical Jacobi elliptic function solutions of the (1+1)-dimensional dispersive long wave equation by the decomposition method
One Computational Approach in Support of the Riemann Hypothesis
Orthogonal Polynomials Associated with a Non-Standard Measure
A Package on Orthogonal Polynomials and Special Functions
Partial Differential Equations and Bivariate Orthogonal Polynomials
Power Series Expansions of Riemann's Zeta Function
Products of Hypergeometric Functions and the Zeros of 4F3 Polynomials
Recurrences and explicit formulae for the expansion and connection coefficients in series of classical discrete orthogonal polynomials
Shohat-Favard and Chebyshev's methods in d-orthogonality
Software needs in special functions
Some simple algorithms for the evaluations and representations of the Riemann zeta function at positive integer arguments
Spheroidal Wave Functions
Stencils with isotropic discretization error for differential operators
Stochastic Integrals and Their Expectations
A study of terminated Hermite lossless nonuniform transmission lines using Mathematica
Symbolic Symmetry Verification for Harmonic Functions Invariant under Polyhedral Symmetries
Three Lectures on Mathematica
Tricks of the Trade
Trott's Corner Mathematical Searching of The Wolfram Functions Site
Trott's Corner: Modular Equations of the Rogers-Ramanujan Continued Fraction
Trott's Corner: The Functions Website
Trott's Corner: Visualization of Riemann Surfaces IIa: Compositions of Elementary Transcendental Functions
Trott's Corner: Visualization of Riemann Surfaces IIb: Compositions of Elementary Transcendental Functions
Trott's Corner: Visualization of Riemann Surfaces IIc: Compositions of Elementary Transcendental Functions
Trott's Corner: Visualization of Riemann Surfaces IId: Compositions of Elementary Transcendental Functions
Un Programa Efectivo para Calcular las Antiimágenes de la Función de Euler
Using Mathematica to Find Closed Form Expressions for Approximations to the Square Root of x
The Zeta Function of Riemann
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