Chebyshev Polynomial

[[concept]]

The Chebyshev Polynomials can be calculated using the recurrence relation:

\begin{aligned} T_{0} (λ) & = 1 \\ T_{1} (λ) & = λ \\ ⋮ \\ T_{k + 1} (λ) & = 2 λ T_{k} (λ) - T_{k - 1} (λ) \end{aligned}

And each $T_{n}$ has the property that $T_{n} = \cos (n θ)$

File	Last Modified
2025-02-17 graphs lecture 8	2025-04-18
ChebNet	2025-04-18
chebyshev equioscillation theorem	2025-02-20
chebyshev polynomials are orthogonal	2025-02-20
Homework 3	2025-06-11

References