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Copy pathTestQAPLIB_orth_fixmu_improve_selected.m
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TestQAPLIB_orth_fixmu_improve_selected.m
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function TestQAPLIB_orth_fixmu_improve_selected
% clc
close all;
% clear all
% data file
src = '/Users/wenzw/code/ConvexOpt/SDP/QAPLIB/';
Probname = { 'bur26a', 'bur26b', 'bur26c', 'bur26d', 'bur26e', 'bur26f', ... % 1 -- 6
'bur26g', 'bur26h', 'chr12a', 'chr12b', 'chr12c', 'chr15a', ... % 7 -- 12
'chr15b', 'chr15c', 'chr18a', 'chr18b', 'chr20a', 'chr20b', ... % 13 -- 18
'chr20c', 'chr22a', 'chr22b', 'chr25a', 'els19', 'esc128', ... % 19 -- 24
'esc16a', 'esc16b', 'esc16c', 'esc16d', 'esc16e', 'esc16f', ... % 25 -- 30
'esc16g', 'esc16h', 'esc16i', 'esc16j', 'esc32a', 'esc32b', ... % 31 -- 36
'esc32c', 'esc32d', 'esc32e', 'esc32g', 'esc32h', 'esc64a', ... % 37 -- 42
'had12', 'had14', 'had16', 'had18', 'had20', 'kra30a', ... % 43 -- 48
'kra30b', 'kra32', 'lipa20a', 'lipa20b', 'lipa30a', 'lipa30b', ... % 49 -- 54
'lipa40a', 'lipa40b', 'lipa50a', 'lipa50b', 'lipa60a', 'lipa60b', ... % 55 -- 60
'lipa70a', 'lipa70b', 'lipa80a', 'lipa80b', 'lipa90a', 'lipa90b', ... % 61 -- 66
'nug12', 'nug14', 'nug15', 'nug16a', 'nug16b', 'nug17', ... % 67 -- 72
'nug18', 'nug20', 'nug21', 'nug22', 'nug24', 'nug25', ... % 73 -- 78
'nug27', 'nug28', 'nug30', 'rou12', 'rou15', 'rou20', ... % 79 -- 84
'scr12', 'scr15', 'scr20', 'sko100a', 'sko100b', 'sko100c', ... % 85 -- 90
'sko100d', 'sko100e', 'sko100f', 'sko42', 'sko49', 'sko56', ... % 91 -- 96
'sko64', 'sko72', 'sko81', 'sko90', 'ste36a', 'ste36b', ... % 97 -- 102
'ste36c', 'tai100a', 'tai100b', 'tai10a', 'tai10b', 'tai12a', ... % 103 -- 108
'tai12b', 'tai150b', 'tai15a', 'tai15b', 'tai17a', 'tai20a', ... % 109 -- 114
'tai20b', 'tai256c', 'tai25a', 'tai25b', 'tai30a', 'tai30b', ... % 115 -- 120
'tai35a', 'tai35b', 'tai40a', 'tai40b', 'tai50a', 'tai50b', ... % 121 -- 126
'tai60a', 'tai60b', 'tai64c', 'tai80a', 'tai80b', 'tho150', ... % 127 -- 132
'tho30', 'tho40', 'wil100', 'wil50'}; ... % 133 -- 136
% % problems whose size is <= 40
% Probname = {'bur26a', 'bur26b', 'bur26c', 'bur26d', 'bur26e', 'bur26f', 'bur26g', 'bur26h', ... % 1-8
% 'chr12a', 'chr12b', 'chr12c', 'chr15a', 'chr15b', 'chr15c', 'chr18a', 'chr18b', ... %9-16
% 'chr20a', 'chr20b', 'chr20c', 'chr22a', 'chr22b', 'chr25a', ... %17-22
% 'els19', 'esc16a', 'esc16b', 'esc16c', 'esc16d', 'esc16e', 'esc16f', ... %23-29
% 'esc16g', 'esc16h', 'esc16i', 'esc16j', 'esc32a', 'esc32b', 'esc32c', ... %30-36
% 'esc32d', 'esc32e', 'esc32g', 'esc32h', 'had12', 'had14', 'had16', 'had18', .... %37-44
% 'had20', 'kra30a', 'kra30b', 'kra32', 'lipa20a', 'lipa20b', 'lipa30a', 'lipa30b', ... %45-52
% 'lipa40a', 'lipa40b', 'nug12', 'nug14', 'nug15', 'nug16a', 'nug16b', 'nug17', ... %53-60
% 'nug18', 'nug20', 'nug21', 'nug22', 'nug24', 'nug25', 'nug27', 'nug28', 'nug30', ... %61-69
% 'rou12', 'rou15', 'rou20', 'scr12', 'scr15', 'scr20', 'ste36a', 'ste36b', 'ste36c', ... %70-78
% 'tai10a', 'tai10b', 'tai12a', 'tai12b', 'tai15a', 'tai15b', 'tai17a', 'tai20a', 'tai20b', ... %79-87
% 'tai25a', 'tai25b', 'tai30a', 'tai30b', 'tai35a', 'tai35b', 'tai40a', 'tai40b', 'tho30', 'tho40'}; %88-97
nprob = length(Probname);
Problist = [1:nprob];
Problist = [1]; mu = 1e-2;
% Problist = [10]; mu = 1e-2;
% Problist = [nprob];
% Problist = [10:22];
% Problist = [65; 105; 110; 116; 118; 120];
% Problist = [65]; % mu = 1e2
% Problist = [105];
% Problist = [118; 120];
% Problist = [105; 110; 116];
% Problist = [118; 120; 65; 105; 110];
% Problist = [1:20];
% Problist = [1:20];
% Problist = [1:87];
nrand = 12; % number of random trials
objX = 2;
suffix = 'QQ1';
perf = cell(nprob*nrand,3);
savename = strcat('results/fix_res_qap_X',num2str(objX), suffix);
% objX = 2;
% suffix = 'SL_test';
% perf = cell(nprob*nrand);
% savename = strcat('results/fix_res_qap_X',num2str(objX), suffix);
dp = 1;
for di = 1:length(Problist)
name = Probname{Problist(di)};
load(strcat(src, name, '.mat'), 'n','A','B','obj');
for dmu = 1:nrand
seed = randi(1e8); rand('state',seed); randn('state',seed);
% seed = 92395570; rand('state',seed); randn('state',seed);
% seed = 43613214; rand('state',seed); randn('state',seed);
% seed = 2010; rand('state',seed); randn('state',seed);
X0 = randn(n); X0 = orth(X0);
if dmu <= nrand/3; mu = 1; elseif dmu <= 2*nrand/3; mu = 1e1; else mu = 1e-1; end
%if dmu <= nrand/3; mu = 1; elseif dmu <= 2*nrand/3; mu = 1e1; else mu = 1e2; end
%if dmu <= nrand/3; mu = 1; elseif dmu <= 2*nrand/3; mu = 1e1; else mu = 1e2; end
% if dmu <= nrand/6; mu = 1e-1;
% elseif dmu <= 2*nrand/6; mu = 1;
% elseif dmu <= 3*nrand/6; mu = 1e-2;
% elseif dmu <= 4*nrand/6; mu = 1e1;
% elseif dmu <= 5*nrand/6; mu = 1e2;
% else mu = 1e3; end
% if dmu <= nrand/4; mu = 1e1;
% elseif dmu <= 2*nrand/4; mu = 1;
% elseif dmu <= 3*nrand/4; mu = 1e-1;
% else mu = 1e2; end
%if dmu <= nrand/3; mu = 1e-1; elseif dmu <= 2*nrand/3; mu = 1e-2; else mu = 1e-3; end
%if dmu <= nrand/3; mu = 1e-4; elseif dmu <= 2*nrand/3; mu = 1e-5; else mu = 1e-6; end
%mu = 1e6;
%%-----------------------------------------------------------------------
opts.record = 0;
opts.tol = 1e-3;
opts.tolsub = 1e-3;
opts.omxitr = 100;
opts.mxitr = 100;
opts.xtol = 1e-5;
opts.gtol = 1e-5;
opts.ftol = 1e-8;
opts.tau = 1e-3;
opts.objX = objX;
%mu = 1e-2;
% profile on;
%tic; [X, out] = QAPORTHAL(X0, A, B, mu, opts); tsolve = toc;
%tic; [X, out] = QAPORTHALEQ(X0, A, B, mu, opts); tsolve = toc;
tic; [X, out] = QAPORTHALEQQ_QUAD(X0, A, B, mu, opts); tsolve = toc;
%tic; [X, out]= OptStiefelGBB_V2010_8_20(X0, @qapAB, opts, A, B); tsolve = toc;
%mu = 0.1;
%tic; [X, out]= OptStiefelGBB(X0, @qapAB_log, opts, A,B,mu); tsolve = toc;
% profile viewer;
X = round(X);
objf = qapAB(X,A,B);
fgap = (abs(objf-obj)/obj)*100;
if obj==0; fgap = (abs(objf-obj)/max(1,objf))*100; end
feasi1 = norm(X'*X - eye(n), 'fro');
feasi2 = norm(sum(X,1)-1)+norm(sum(X,2)-1);
fprintf('%3d, sd: %10d, %8s, n: %4d, mu: %3.2e, opt: %10d, fobj: %10d, fgap: %6.3f, cpu: %7.2f, itr: %3d, nfe: %3d, feasi: %2.1e\n', ...
dmu, seed, name, n, mu, obj, objf, fgap, tsolve, out.itr, out.nfe, feasi1+feasi2 );
perf{dp,1} = name;
%if max(feasi1,feasi2)<1e-3; perf{dp,2} = sparse(X); end
perf{dp,3} = [seed, n, mu, obj, objf, fgap, tsolve, out.itr, out.nfe, feasi1, feasi2];
dp = dp + 1;
if (fgap <= 0.001 || (objf>0 && objf < obj ) ) && objf >= 0 && feasi1+feasi2 <= 1e-7; break; end
end
fprintf('\n\n');
save(savename, 'perf', 'Problist', 'Probname');
end