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  • 大小: 8KB
    文件類型: .m
    金幣: 2
    下載: 1 次
    發布日期: 2021-05-23
  • 語言: Matlab
  • 標簽: l1??

資源簡介

第一范數最小化解決稀疏表示問題,利用此程序即可獲得表示結果

資源截圖

代碼片段和文件信息

function?[xstatushistory]?=?l1_ls(Avarargin)
%
%?l1-Regularized?Least?Squares?Problem?Solver
%
%???l1_ls?solves?problems?of?the?following?form:
%
%???????minimize?||A*x-y||^2?+?lambda*sum|x_i|
%
%???where?A?and?y?are?problem?data?and?x?is?variable?(described?below).
%
%?CALLING?SEQUENCES
%???[xstatushistory]?=?l1_ls(Aylambda?[tar_gap[quiet]])
%???[xstatushistory]?=?l1_ls(AAtmnylambda?[tar_gap[quiet]]))
%
%???if?A?is?a?matrix?either?sequence?can?be?used.
%???if?A?is?an?object?(with?overloaded?operators)?At?m?n?must?be
%???provided.
%
%?INPUT
%???A???????:?mxn?matrix;?input?data.?columns?correspond?to?features.
%
%???At??????:?nxm?matrix;?transpose?of?A.
%???m???????:?number?of?examples?(rows)?of?A
%???n???????:?number?of?features?(column)s?of?A
%
%???y???????:?m?vector;?outcome.
%???lambda??:?positive?scalar;?regularization?parameter
%
%???tar_gap?:?relative?target?duality?gap?(default:?1e-3)
%???quiet???:?boolean;?suppress?printing?message?when?true?(default:?false)
%
%???(advanced?arguments)
%???????eta?????:?scalar;?parameter?for?PCG?termination?(default:?1e-3)
%???????pcgmaxi?:?scalar;?number?of?maximum?PCG?iterations?(default:?5000)
%
%?OUTPUT
%???x???????:?n?vector;?classifier
%???status??:?string;?‘Solved‘?or?‘Failed‘
%
%???history?:?matrix?of?history?data.?columns?represent?(truncated)?Newton
%?????????????iterations;?rows?represent?the?following:
%????????????-?1st?row)?gap
%????????????-?2nd?row)?primal?objective
%????????????-?3rd?row)?dual?objective
%????????????-?4th?row)?step?size
%????????????-?5th?row)?pcg?iterations
%????????????-?6th?row)?pcg?status?flag
%????????????-?7th?row)?CPU?time?(added?by?Mario?Figueiredo?on?16/06/2007)
%
%?USAGE?EXAMPLES
%???[xstatus]?=?l1_ls(Aylambda);
%???[xstatus]?=?l1_ls(AAtmnylambda0.001);
%
?
%?AUTHOR????Kwangmoo?Koh?
%?UPDATE????Mar?4?2007
%
%?COPYRIGHT?2007?Kwangmoo?Koh?Seung-Jean?Kim?and?Stephen?Boyd

%------------------------------------------------------------
%???????INITIALIZE
%------------------------------------------------------------

%?IPM?PARAMETERS
MU??????????????=?2;????????%?updating?parameter?of?t
MAX_NT_ITER?????=?400;??????%?maximum?IPM?(Newton)?iteration

%?LINE?SEARCH?PARAMETERS
ALPHA???????????=?0.01;?????%?minimum?fraction?of?decrease?in?the?objective
BETA????????????=?0.5;??????%?stepsize?decrease?factor
MAX_LS_ITER?????=?100;??????%?maximum?backtracking?line?search?iteration

%?VARIABLE?ARGUMENT?HANDLING
%?if?the?second?argument?is?a?matrix?or?an?operator?the?calling?sequence?is
%???l1_ls(AAtylambdamn?[tar_gap[quiet]]))
%?if?the?second?argument?is?a?vector?the?calling?sequence?is
%???l1_ls(Aylambda?[tar_gap[quiet]])
if?(?(isobject(varargin{1})?||?~isvector(varargin{1}))?&&?nargin?>=?6)
????At?=?varargin{1};
????m??=?varargin{2};
????n??=?varargin{3};
????y??=?varargin{4};
????lambda?=?varargin{5};
????varargin?=?varargin(6:end);
????
elseif?(nargin?>=?3)
????At?=?A‘;
????[mn]?=?size(A);
????y??=?vara

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