代码搜索:Approximation

找到约 1,542 项符合「Approximation」的源代码

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hin august.hin

Best complex task done in a complex way: Lennart Augustsson Lennart Augustsson Dept. of Comp. Sci. Chalmers University of Technology, 412 96 Gothenburg Sweden This program c
www.eeworm.com/read/354578/10344858

m appcoars.m

function [m,Fc,Fa,C,N,N0]=appcoars(m,F,K,version); % Copyright Thierry Denoeux % April 4, 2002 % % Inner and outer coarsening approximation of a single basic belief assignment % % [m,Fc,Fa
www.eeworm.com/read/424063/10500062

m pade.m

function [a,b,c,d]=pade(T,n) % PADE Returns an nth order Pade approximation to a time delay, T: % 2 3 % num 2 -Ts + (-Ts) /2! + (-Ts) /3! + .... % --- = --------
www.eeworm.com/read/349111/10848948

m wtlsini.m

function [r,p,M,dh] = wtlsini(d,w,m) % WTLSINI - Initial approximation for the WTLS problem. % % [r,p,M,dh] = wtlsini(d,w,m) % % D = [d1 ... dN] - data matrix, sd := size(D,1) % W - sd x N weight matr
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tex wtls_manual_coverpage.tex

% ?? -> report # \newcommand{\matlab}{{\sc Matlab}} \documentclass[11pt,titlepage]{article} \setlength{\footnotesep}{7mm} \title{ \ \vspace{-8cm} \\ {\Large\bf \ Katholieke
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m tls.m

function [r,p,M,dh] = tls(d,m) % TLS - Total Least Squares approximation. % % [r,p,M,dh] = tls(d,m) % % D = [d1 ... dN] - data matrix % m - complexity specification, m < size(D,1) % R - parameter of
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m diffext.m

function [D,err,relerr,n] = diffext(f,x,delta,toler) %--------------------------------------------------------------------------- %DIFFEXT Numerical approximation for f'(x). % The method
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m difflim.m

function [H,D,E,n] = difflim(f,x,toler) %--------------------------------------------------------------------------- %DIFFLIM Numerical approximation for f'(x). % The method employed is
www.eeworm.com/read/241323/13156466

m fresn.m

function f=fresn(X); %> Call: fresn(X) = the complex Fresnel function C(X) + i S(X) %> Input: X is a real vector or matrix %> Output: fresn(X) is complex of the same dimension. %> For definiti
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asv fixpt.asv

function [k,p,err,P]=fixpt(g,p0,tol,max1) %Input-g is the iteration function input as a string 'g' % -p0 is the initial guess for the fixed point % -tol is the tolerance % -max1 is the