Description Usage Arguments Value
Let f(x) be the vector of monomials implied by the matrix basis
.
Let P be the matrix generated by Legendre_P_1d
. Then
g(x)=P^Tf(x) is the vector of Legendre polynomials with leading terms
corresponding to basis
. e.g. the matrix (0 1 2)^T implies
f(x)^T = (1 x x^2). Then g(x)^T = (L_0, L_1, L_2).
1 | construct.P.1d(basis)
|
basis |
A matrix. Rows are taken as the degree of the associated monomial. |
A matrix which functions as a change of basis from monomials to Legendre.
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