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Special Functions
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Demonstrations 21  40 of 144
Using Zeta Zeros to Compute Sigma Sums
Canonical Integrals for Diffraction Catastrophes
Mock Theta Functions
Concentration Distributions with a PositionDependent Diffusion Coefficient
Distributions for a ConcentrationDependent Diffusion Coefficient
Solution of the Laplace Equation for Temperature Distribution in a Square
Wigner Function of TwoDimensional Isotropic Harmonic Oscillator
Elliptical Torus
The Riemann Zeta Function in Four Dimensions
Boole Differential Equation with Continued Fractions
Geometry of TwoVariable Laguerre Polynomials
Comparing Four Methods of Numerical Inversion of Laplace Transforms (NILT)
Geometric Properties of Generalized Hermite Polynomials
The Geometry of Hermite Polynomials
Partial Sums of a Lambert Series
A Continuous Analog of the 1D ThueMorse Sequence
Polynomial Atomic Functions for Fourier Analysis
Fractals Generated by the Weierstrass P Function
Fractals Generated by Jacobi Theta Functions
Clausen Functions
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