代码搜索：MATCHING
找到约 3,451 项符合「MATCHING」的源代码
代码结果 3,451
www.eeworm.com/read/200388/15434333
c imatch.c
/* imatch.c
*
* Fast window matching
*
* [XM,SCORE] = IMATCH(IM1, IM2, X, Y, W2, SEARCH)
*
* where IM1 is the original image
* IM2 is the next image
* X,Y are the coordinate of the center of
www.eeworm.com/read/378919/9212993
m tristub.m
% TRISTUB Provides VSWR, reflection coefficient and input impedance
% for Triple-Stub Matching Network.
%
% [VSWR,RHO,ZIN] = TRISTUB(ZL,ZO,ZD,LT1,LT2,LT3,D1,D2,BW)
%
% Z
www.eeworm.com/read/358270/10193273
m singlestub.m
% SINGLESTUB Computes the single-stub matching networks for a given Zl and Z0
%
% [D1,L1,D2,L2] = SINGLESTUB(Z0, Zl, TYPE)
% TYPE is either 'short' or 'open'
% D and L are the distance
www.eeworm.com/read/449679/7498372
nec l_match.nec
CM Folded dipole by L.B. Cebik (amod96.html)
CM TL + LD matching network to 50 ohms
CE
GW 1 99 -2.4892 0 0 2.4892 0 0 .0005119
GW 2 1 2.4892 0 0 2.4892 0
www.eeworm.com/read/449679/7498604
nec 2elk9ay.nec
CM The K9AY Receiving Loop (optimized for 160 m)
CM by Gary Breed, K9AY
CM first published in QST (ARRL), Newington, Sep 1997
CM The matching transformer is a 9:1 impedance,
CM 3:1 turns ratio ty
www.eeworm.com/read/125133/6032879
idel bmh.idel
\ Boyer-Moore-Horspool string matching
string: pattern "right"
bss-data: buffer 32768
def 0 1 main
pattern.addr pattern.size bmh-init
buffer buffer reading buffer - 500 spin u. '\n' emit
www.eeworm.com/read/125133/6033059
idel bmh.idel
\ Boyer-Moore-Horspool string matching
string: pattern "right"
bss-data: buffer 32768
def 0 1 main
pattern.addr pattern.size bmh-init
buffer buffer reading buffer - 500 spin u. '\n' emit
www.eeworm.com/read/405217/11468637
m singlestub.m
% SINGLESTUB Computes the single-stub matching networks for a given Zl and Z0
%
% [D1,L1,D2,L2] = SINGLESTUB(Z0, Zl, TYPE)
% TYPE is either 'short' or 'open'
% D and L are the distance
www.eeworm.com/read/261198/11659801
m collapse_mog.m
function [new_mu, new_Sigma, new_Sigma2] = collapse_mog(mu, Sigma, coefs)
% COLLAPSE_MOG Collapse a mixture of Gaussians to a single Gaussian by moment matching
% [new_mu, new_Sigma] = collapse_mog(mu