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testMdcMvc.m
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169 lines (150 loc) · 4.76 KB
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%% nmf_MDC_test with more than 3 endmembers
clear all
exp_times = 50;
data_size = 900;
noise_level_arr = [0.3162, 0.1778, 0.1, 0.0566, 0.0316];
noise_level_arr = [0];
band_num = 5;
N = 6;
n_N = 5;
sad_em_result_exp = zeros(3, N);
sad_ab_result_exp = zeros(3, N);
sad_em_with_noise = zeros(3, n_N);
sad_ab_with_noise = zeros(3, n_N);
for noise_i = 1:1
noise_level = noise_level_arr(noise_i);
for exp_i = 1:exp_times
% generate true W, H, V
W_true = abs( randn( data_size, N));
sum_W = sum( W_true, band_num );
for i = 1:data_size;
W_true( i, : ) = W_true( i,: ) ./ sum_W(i);
end
H_true = abs( randn( N, band_num ) );
V = W_true * H_true;
[V, W_true] = create4(data_size, H_true);
V = V + noise_level*rand(data_size, band_num);
% find initial H using n_findr
disp([num2str(exp_i), 'th iteration: init..'])
H_init_index = nFindr(V, N);
H_I = V(H_init_index, :);
% find initian W abundance using nmf
% update abundance matrix only
alpha = 1;
tol = 0.1;
maxIter = 5000;
[W_I, E_I] = nmfAbundance(V, N, H_I,...
alpha, tol, maxIter);
V_test = W_I * H_I;
% factorize V using nmf_MDC_simple method
%% mdc test
random_ = 0;
disp([num2str(exp_i), 'th iteration: NMF_MDC..'])
if random_
H_I = abs(randn(size(H_I)));
W_I = abs(randn(size(W_I)));
[ W_test, H_test, H_r, E] = ...
hyperNmfMDC(...
V, N, W_I, H_I, ...
0.001, 0.3,...
0.01, 30000 );
W_test_random_init = W_test;
H_test_random_init = H_test;
else
[ W_test, H_test, H_r, E] = ...
hyperNmfMDC(...
V, N, W_I, H_I, ...
0.001, 0.3,...
0.01, 30000 );
W_test_well_init = W_test;
H_test_well_init = H_test;
end
% M = [ 0 1 0; 0 0 1; 1 0 0];
% D_true = H_true - ( M * H_true);
% D_true = sum( sum( D_true.^2 ) );
% D_test = H_test - ( M * H_test);
% D_test = sum( sum( D_test.^2 ) );
%
% disp 'true distance',D_true
% disp 'test distance',D_test
% e_H = H_true - H_test;
% e_H_sum = sum( sum( e_H.^2 ) )
% e_V = V( :, 1:2 ) - V_test;
% e_V_sum = sum( sum( e_V.^2 ) )
% visualize rest
V_test = W_test * H_test;
%% mvcnmf ref test
[UU, SS, WW] = svd(V');
prin_comp = pca(V);
mean_data = mean(H_true, 1);
disp([num2str(exp_i), 'th iteration: NMF_MVC..'])
% W_I_mvc = abs(randn(size(W_I)));
[H_mvc, W_mvc] = hyperNmfMVC(V', H_I', W_I', ...
H_true', UU, prin_comp, mean_data, ...
0.015, 0.001, 30000, ...
0, 2, 1);
V_mvc = H_mvc * W_mvc;
%% calculate sad between vectors
em_num = N;
sad_em_result = zeros(3, em_num);
sad_ab_result = zeros(3, em_num);
em_I = zeros(1,em_num);
em_indx_mdc = zeros(1,em_num);
em_indx_mvc = zeros(1,em_num);
% find the closed real em
tmp_sad = inf;
for i = 1:em_num
tmp_sad = inf;
for j = 1:em_num
if(sad(H_true(i,:)', H_I(j,:)') < tmp_sad)
em_I(i) = j;
tmp_sad = sad(H_true(i,:)', H_I(j,:)');
end
end
end
tmp_sad = inf;
for i = 1:em_num
tmp_sad = inf;
for j = 1:em_num
if(sad(H_true(i,:)', H_test(j,:)') < tmp_sad)
em_indx_mdc(i) = j;
tmp_sad = sad(H_true(i,:)', H_test(j,:)');
end
end
end
for i = 1:em_num
tmp_sad = inf;
for j = 1:em_num
if(sad(H_true(i,:)', H_mvc(:,j)) < tmp_sad)
em_indx_mvc(i) = j;
tmp_sad = sad(H_true(i,:)', H_mvc(:,j));
end
end
end
compare_term = 1; % 1: endmember 0: abundance
for i = 1:em_num
sad_em_result(1, i) = sad(H_I(em_I(i),:)', H_true(i,:)');
end
for i = 1:em_num
sad_em_result(2, i) = sad(H_test(em_indx_mdc(i),:)', H_true(i,:)');
end
for i = 1:em_num
sad_em_result(3, i) = sad(H_mvc(:, em_indx_mvc(i)), H_true(i, :)');
end
for i = 1:em_num
sad_ab_result(1, i) = sad(W_I(:, em_I(i)), W_true(:, i));
end
for i = 1:em_num
sad_ab_result(2, i) = sad(W_test(:,em_indx_mdc(i)), W_true(:, i));
end
for i = 1:em_num
sad_ab_result(3, i) = sad(W_mvc(em_indx_mvc(i), :)', W_true(:, i));
end
sad_em_result_exp = sad_em_result_exp + sad_em_result;
sad_ab_result_exp = sad_ab_result_exp + sad_ab_result;
end
sad_em_result_exp = sad_em_result_exp / exp_times;
sad_ab_result_exp = sad_ab_result_exp / exp_times;
sad_em_with_noise(:, noise_i) = mean(sad_em_result_exp, 2);
sad_ab_with_noise(:, noise_i) = mean(sad_ab_result_exp, 2);
end