diff util/classes/dictionaryMatrices/grassmannian.m @ 170:68fb71aa5339 danieleb

Added dictionary decorrelation functions and test script for Letters paper.
author Daniele Barchiesi <daniele.barchiesi@eecs.qmul.ac.uk>
date Thu, 06 Oct 2011 14:33:41 +0100
parents 290cca7d3469
children
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line diff
--- a/util/classes/dictionaryMatrices/grassmannian.m	Thu Sep 29 09:46:52 2011 +0100
+++ b/util/classes/dictionaryMatrices/grassmannian.m	Thu Oct 06 14:33:41 2011 +0100
@@ -12,7 +12,7 @@
 
 if ~exist('verb','var')  || isempty(verb),  verb = false; end %verbose output
 if ~exist('initA','var') || isempty(initA), initA = randn(n,m); end %initial matrix
-if ~exist('dd2','var')   || isempty(dd2),   dd2 = 0.99; end %shrinking factor
+if ~exist('dd2','var')   || isempty(dd2),   dd2 = 0.9; end %shrinking factor
 if ~exist('dd1','var')   || isempty(dd1),   dd1 = 0.9; end %percentage of coherences to be shrinked
 if ~exist('nIter','var') || isempty(nIter), nIter = 10; end %number of iterations
 
@@ -42,19 +42,6 @@
 	end
 end
 
-% [~, Sigma_gram V_gram] = svd(G); %calculate svd decomposition of gramian
-
-% A = normc(A);					%normalise dictionary
-
 [V_gram Sigma_gram] = svd(G);				%calculate svd decomposition of gramian
 Sigma_new = sqrt(Sigma_gram(1:n,:)).*sign(Sigma); %calculate singular values of dictionary
 A = Uinit*Sigma_new*V_gram';				%update dictionary
-
-% param.step  = 0.01;
-% param.reg   = 0.01;
-% param.nIter = 20;
-% A = rotatematrix(initA,A,'linesearchlie',param);
-
-% %% Debug visualization function
-% function plotcart2d(A)
-% compass(A(1,:),A(2,:));