Category:Chebyshev's Differential Equation

This category contains results about Chebyshev's Differential Equation.
Definitions specific to this category can be found in Definitions/Chebyshev's Differential Equation.

Chebyshev's differential equation is a second order ODE of the form:

$\ds \paren {1 - x^2} \frac {\d^2 y} {\d x^2} - x \frac {\d y} {\d x} + p^2 y = 0$

where $p$ is a constant, which can be either real or complex.