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資源簡介

非常經(jīng)典的由RICE UNIVERSITY開發(fā)的壓縮傳感理論單像素照相機的圖像復原算法。壓縮傳感理論已經(jīng)是現(xiàn)在數(shù)字信號處理的熱點問題,而其運用的算法主要基于隨機過程理論,很有研究型。這里的算法是個例程。

資源截圖

代碼片段和文件信息

%?l1dantzig_example.m
%
%?Test?out?l1dantzig?code?(l1?minimization?with?bounded?residual?correlation).
%
%?Written?by:?Justin?Romberg?Caltech
%?Email:?jrom@acm.caltech.edu
%?Created:?October?2005
%

%?put?optimization?code?in?path?if?not?already?there
path(path?‘./Optimization‘);

%?signal?length
N?=?512;
%?number?of?spikes?to?put?down
T?=?20;
%?number?of?observations?to?make
K?=?120;

%?random?+/-?1?signal
x?=?zeros(N1);
q?=?randperm(N);
x(q(1:T))?=?sign(randn(T1));

%?measurement?matrix
disp(‘Creating?measurment?matrix...‘);
A?=?randn(KN);
A?=?orth(A‘)‘;
disp(‘Done.‘);

%?noisy?observations
sigma?=?0.005;
e?=?sigma*randn(K1);
y?=?A*x?+?e;

%?initial?guess?=?min?energy
x0?=?A‘*y;


%?Dantzig?selection
epsilon?=?3e-3;
tic
xp?=?l1dantzig_pd(x0?A?[]?y?epsilon?5e-2);
toc

%?large?scale
%Afun?=?@(z)?A*z;
%Atfun?=?@(z)?A‘*z;
%tic
%xp?=?l1dantzig_pd(x0?Afun?Atfun?y?epsilon?5e-2?50?1e-8?500);
%toc





?屬性????????????大小?????日期????時間???名稱
-----------?---------??----------?-----??----

?????文件??????65728??2005-11-04?09:42??l1magic\Data\boats.mat

?????文件??????65728??2005-11-04?07:49??l1magic\Data\camera.mat

?????文件????????543??2005-11-21?14:44??l1magic\Data\RandomStates.mat

?????目錄??????????0??2009-12-10?00:37??l1magic\Data

?????文件????????928??2005-11-02?05:28??l1magic\l1dantzig_example.m

?????文件????????640??2005-11-16?14:48??l1magic\l1decode_example.m

?????文件????????969??2006-04-21?05:33??l1magic\l1eq_example.m

?????文件?????283716??2007-04-06?02:35??l1magic\l1magic_notes.pdf

?????文件???????1107??2005-11-04?05:11??l1magic\l1qc_example.m

?????文件????????718??2005-11-04?09:42??l1magic\Measurements\At_f.m

?????文件????????613??2005-11-10?02:01??l1magic\Measurements\At_fhp.m

?????文件????????659??2005-11-04?09:42??l1magic\Measurements\A_f.m

?????文件????????576??2005-11-10?02:01??l1magic\Measurements\A_fhp.m

?????文件????????832??2005-11-10?02:01??l1magic\Measurements\LineMask.m

?????目錄??????????0??2009-12-10?00:37??l1magic\Measurements

?????文件?????????82??2007-04-06?01:29??l1magic\Optimization\._l1eq_pd.m

?????文件?????????82??2007-04-06?01:30??l1magic\Optimization\._l1qc_logbarrier.m

?????文件?????????82??2007-04-06?01:31??l1magic\Optimization\._tveq_logbarrier.m

?????文件???????1691??2006-05-27?03:14??l1magic\Optimization\cgsolve.m

?????文件???????6017??2006-04-21?05:33??l1magic\Optimization\l1dantzig_pd.m

?????文件???????4844??2006-02-23?02:30??l1magic\Optimization\l1decode_pd.m

?????文件???????5370??2009-11-07?21:56??l1magic\Optimization\l1eq_pd.m

?????文件???????2763??2007-04-06?01:30??l1magic\Optimization\l1qc_logbarrier.m

?????文件???????4179??2005-11-04?05:11??l1magic\Optimization\l1qc_newton.m

?????文件???????2915??2005-11-22?07:31??l1magic\Optimization\tvdantzig_logbarrier.m

?????文件???????5985??2006-02-23?02:30??l1magic\Optimization\tvdantzig_newton.m

?????文件???????2729??2007-04-06?01:31??l1magic\Optimization\tveq_logbarrier.m

?????文件???????5214??2005-11-08?01:23??l1magic\Optimization\tveq_newton.m

?????文件???????2880??2006-04-21?05:33??l1magic\Optimization\tvqc_logbarrier.m

?????文件???????5563??2006-04-21?05:33??l1magic\Optimization\tvqc_newton.m

............此處省略11個文件信息

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