## polchebyshevT

Chebyshev polynomial basis (T) in [-1 1].

Chebyshev polynomial basis (T) in [-1 1].

V = polchebyshevT(n)

V = polchebyshevT(n) constructs the V matrix such that XV = T, where T are Chebyshev polynomials of first kind and X = [x^0, x^1, ...].

n = orthogonal polynomial basis dimension (integer).

V = matrix such that XV = T (double matrix).

polchebyshevU, pollegendreP, polgegenbauerC, polhermiteH, pollaguerreL and polbesselY.