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www.eeworm.com/read/473219/6849074

m decaybmiex.m

clc echo on %********************************************************* % % Decay-rate estimation using non-convex SDP % %********************************************************* % % The probl
www.eeworm.com/read/473219/6849164

m cut.m

function F = cut(varargin) %CUT Defines a cut constraint % % The syntax for CUT is exactly the same as the % syntax for SET. In fact, the result from CUT is % a SET object. % % The differenc
www.eeworm.com/read/295657/8147956

m c5ex10.m

% First part of problem num = [0 0 15 25 20]; den = [1 10 17 10 16]; [R, P, k] = residue(num, den) % Second part of problem D1 = [1 0 1]; D2 = [0 1 2]; D3 = [0 1 8]; den = conv(D1, conv(D2,D3))
www.eeworm.com/read/394483/8221778

m test7.m

% Let's solve the minimal surface problem % -div( 1/sqrt(1+grad|u|^2) * grad(u) ) = 0 % with u=x^2 on the boundary g='circleg'; % The unit circle b='circleb2'; % x^2 on the boun
www.eeworm.com/read/193277/8241767

htm dual.htm

YALMIP Example : Dual variables
www.eeworm.com/read/193277/8242487

m cut.m

function F = cut(varargin) %CUT Defines a cut constraint % % The syntax for CUT is exactly the same as the % syntax for SET. In fact, the result from CUT is % a SET object. % % The differenc
www.eeworm.com/read/193277/8243089

m decaybmiex.m

clc echo on %********************************************************* % % Decay-rate estimation using non-convex SDP % %********************************************************* % % The probl
www.eeworm.com/read/193277/8243320

m cut.m

function F = cut(varargin) %CUT Defines a cut constraint % % The syntax for CUT is exactly the same as the % syntax for SET. In fact, the result from CUT is % a SET object. % % The differenc
www.eeworm.com/read/192735/8289541

m svm_multi_predk.m

function [beta, bo] = svm_multi_predK(X,Y,C,K) % SVM_MULTI_PREDK % % Support Vector Multi Classification % % USAGE: [beta, bo] = svm_multi_pred(X,Y,C,K) % % PARAMETERS: X - (m,d) matrix of m Tra