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Special Functions
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Demonstrations 1  20 of 148
Deriving Hypergeometric PicardFuchs Equations
New this month
Discrete and Continuous Quartic Anharmonic Oscillation
Edwards's Solution of Pendulum Oscillation
Weierstrass Solution of Cubic Anharmonic Oscillation
A Graphically Enhanced Method for Computing Real Roots of Nonlinear Functions
Hydrogen Atom Radial Functions
Hilbert Space Bases for Distinguishing Pure Quantum States in Low Dimensions
Motzkin Numbers and Their Geometrical Interpretation
Coulomb Wavefunctions
Angular Spheroidal Functions as a Function of Spheroidicity
Dzhanibekov Effect
Solutions of the Elliptic Membrane Problem
Eigensystems for Special Regions
Seader's Method for Real Roots of a Nonlinear Equation
Geometric Interpretation of Perrin and Padovan Numbers
Using Bernoulli's Formula to Sum Powers of the Integers from 1 to n
Approximating the Jacobian Elliptic Functions
Domain Coloring for Common Functions in Complex Analysis
Geometry of TwoVariable Associated Legendre Polynomials
Geometry of TwoVariable Legendre Polynomials
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