📄 dist_sqr_.m
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function d2 = dist_sqr_(s, x)
%function d2 = dist_sqr_(s, x)
%
% INPUTS:
% s - matrix of N column vectors
% x - a single column vector OR
% a matrix of N column vectors
%
% OUTPUT:
% d2 - an array of N square distances
%
% Compute the square distances from x to each vector in s. If x is a matrix of N column
% vectors, compute the square distance of x(:,i) to s(:,i) for each i. To compute the set
% of Euclidean distances, simply write: d = sqrt(d2).
%
% Tim Bailey 2005.
[Ds,Ns] = size(s);
[Dx,Nx] = size(x);
if Ds ~= Dx, error('Vectors must have the same dimension'), end
switch Nx
case 1
xdif = x(:, ones(1,Ns)) - s;
case Ns
xdif = x - s;
otherwise
error('Second parameter must either have as many columns as the first parameter or be a single column vector.'),
end
d2 = sum(xdif.*xdif, 1);
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