Hermite (physicist)

The (physicist) Hermite polynomials are a sequence of orthogonal polynomials with weight function $e^{-x^2}$.

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  Graph of $H_n$ on $[-4,4]$.

Orthogonal polynomials

Laguerre $L_n^{(\alpha)}$

Bateman $F_n$

Bernoulli $B$

Bessel poly

Chebyshev T

Chebyshev U

Dickson

Euler $E$

Gegenbauer $C$

Hermite (phys)

Hermite (prob)

Jacobi $P^{(\alpha,\beta)}$

Laguerre $L$

Legendre $P$

Bernoulli $B$

Chebyshev $T$

Fibonacci

Lucas