Mercurial > hg > ltpda
view m-toolbox/classes/@ssm/blockMatRecut.m @ 25:79dc7091dbbc database-connection-manager
Update tests
author | Daniele Nicolodi <nicolodi@science.unitn.it> |
---|---|
date | Mon, 05 Dec 2011 16:20:06 +0100 |
parents | f0afece42f48 |
children |
line wrap: on
line source
% cuts a matrix into blocks stored inside cell array %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% % % DESCRIPTION: blockMatRecut cuts a matrix into blocks stored inside cell % array. Blocks with zeros are nullified, except in the diagonal (to % preserve information on matrix size) % % CALL: [cell3] = ssm.blockMatRecut(mat1,rowsizes,colsizes) % % INPUTS: % mat1 - numeric array to be cut in pieces % rowsizes - vector giving block height % colsizes - vector giving block width % % OUTPUTS: % cell3 - cell array of matrices representing a matrix by blocs. % blocs may be empty % % NOTE : function is private to the ssm class % % VERSION: '$Id: blockMatRecut.m,v 1.5 2011/04/08 08:56:23 hewitson Exp $' % % TO DO : % check ME in case of mixed symbolic and double %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% function a_out = blockMatRecut(a, rowsizes, colsizes) % to deal with matrices whose size is not defined rowrank = cumsum([1 rowsizes]); colrank = cumsum([1 colsizes]); Nrow = length(rowsizes); Ncol = length(colsizes); a_out = cell(Nrow, Ncol); for i=1:Nrow for j=1:Ncol % getting position rowmin = rowrank(i); rowmax = rowrank(i+1)-1; colmin = colrank(j); colmax = colrank(j+1)-1; % selecting data content = a(rowmin:rowmax, colmin:colmax); % filling block data if min(i, Ncol)==min(j, Nrow) % if we are on the extended diagonal if isa(content, 'sym') % try convert the sym to a double try a_out{i,j} = double(content); catch a_out{i,j} = content; end else % cut a piece and keep the class appartenance (ex for logical) a_out{i,j} = content; end else % if we are not on the extended diagonal if isempty(content) % delete it if it is empty a_out{i,j} = []; elseif isa(a, 'sym') try % try convert the sym to a double content = double(content); if norm(content)==0 % delete it if it is a double filled with zeros a_out{i,j} = []; else a_out{i,j} = content; end catch a_out{i,j} = content; end elseif isa(content, 'logical') % keep the logical as it is a_out{i,j} = content; elseif norm(content)==0 % delete it if it is a double filled with zeros a_out{i,j}=[]; else % copy it is a non-zero double a_out{i,j} = content; end end clear content end end end