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view vandermonde.m @ 1332:8e9df030a0a5 feature/D2_boundary_opt
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author | Vidar Stiernström <vidar.stiernstrom@it.uu.se> |
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date | Wed, 04 May 2022 08:42:13 +0200 |
parents | 0090a86d8b72 |
children |
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% Create vandermonde matrix for points x and polynomials of order p % x is a list of N points of size [N,dim], % p is a list of polynomial orders of size [M, dim]. % the given mononomials are evaluated and the NxM matrix V is returned. function V = vandermonde(x, p) assert(size(x,2) == size(p,2), 'x and p must have the same number of columns') n = size(x,1); m = size(p,1); for i = 1:m V(:,i) = mononomial(x, p(i,:)); end assertSize(V,[n,m]); end