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📄 jitter_dist.m

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% Calculates the minumum distance between two sets of possibly 'jittered' feature vectors.%% Normally a feature vector is a p element vector.  If there is jitter that means an% object is described by r such p element vectors, taken from different 'views'. The% distance between a jittered vector (r 1xp vectors) and a 1xp vector is simply taken as% the minimum of the r distances.  %% If both desc1 and desc2 are jittered vectors, than a full search is not performed -% instead the following is used to obtain the distance:%   D = min( jitter_dist(desc1(middle),desc2), jitter_dist(desc1,desc2(middle)) ).% % INPUTS%   desc1       - m x p x r1 array of m rxp jittered vectors (r1=1 ok) %   desc1       - n x p x r2 array of m rxp jittered vectors (r2=1 ok) %   dist_func   - [optional] distance function that regular non jittered vectors%% OUTPUTS%   D           - m x n array of distances%% EXAMPLE%   load testimages;%   A = double(squeeze(reshape( images, [], size(images,3) )))';%   figure(1); im( jitter_dist(A,A) ); %   B = jitter_image(images,1,0,3,3);%   B = reshape( B, [], size(B,3), size(B,4) );%   B = double(squeeze(permute(B,[2 1 3])));%   figure(2); im( jitter_dist(B,B) ); %% See also DIST_EUCLIDEANfunction D = jitter_dist( desc1, desc2, distfun )    if( nargin<3 ) distfun=@dist_euclidean; end;    [n1 p1 r1] = size(desc1);  [n2 p2 r2] = size(desc2);    if( p1~=p2 ) error( 'dimensionality of desc must match' ); end;    if( r1==1 && r2==1 )        D = distfun( desc1, desc2 );    elseif( r1==1 && r2~=1 )        D = jitter_dist( desc2, desc1, distfun )';    elseif( r1~=1 && r2==1 )        DS = feval_arrays( desc1, distfun, desc2 );        D = min( DS, [], 3 );      else %r1~=1 && r2~=1        if( r1~=r2 ) error( 'amount of jitter must match' ); end; % optional        D1 = jitter_dist( desc1, desc2(:,:,round(r2/2)), distfun );        D2 = jitter_dist( desc1(:,:,round(r1/2)), desc2, distfun );        D = min( D1, D2 );    end                    

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