📄 rbfinterp.m
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function [f] = rbfinterp(x, options)
tic;
phi = options.('rbfphi');
rbfconst = options.('RBFConstant');
nodes = options.('x');
rbfcoeff = (options.('rbfcoeff'))';
[dim n] = size(nodes);
[dimPoints nPoints] = size(x);
if (dim~=dimPoints)
error(sprintf('x should have the same number of rows as an array used to create RBF interpolation'));
end;
f = zeros(1, nPoints);
r = zeros(1, n);
for i=1:1:nPoints
s=0;
for j=1:n
r(j) = norm(x(:,i) - nodes(:,j));
end
s = rbfcoeff(n+1) + sum(rbfcoeff(1:n).*feval(phi, r, rbfconst));
%s = rbfcoeff(n+1) + sum(rbfcoeff(1:n).*rbfphi_multiquadrics( r, rbfconst));
for k=1:dim
s=s+rbfcoeff(k+n+1)*x(k,i); % linear part
end
f(i) = s;
end;
if (strcmp(options.('Stats'),'on'))
fprintf('Interpolation at %d points was computed in %e sec\n', length(f), toc);
end;
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