代码搜索:frames

找到约 9,514 项符合「frames」的源代码

代码结果 9,514
www.eeworm.com/read/236873/7119082

m lpcar2am.m

function [am,em]=lpcar2am(ar,p); %LPCAR2AM Convert ar coefs to ar coef matrix [AM,EM]=(AR,P) %AM is a 3-dimensional matrix of size (p+1,p+1,nf) where p is the lpc order %and nf the number of frames
www.eeworm.com/read/458010/7314216

m lpcar2am.m

function [am,em]=lpcar2am(ar,p); %LPCAR2AM Convert ar coefs to ar coef matrix [AM,EM]=(AR,P) %AM is a 3-dimensional matrix of size (p+1,p+1,nf) where p is the lpc order %and nf the number of frames
www.eeworm.com/read/448350/7534440

m lpcar2am.m

function [am,em]=lpcar2am(ar,p); %LPCAR2AM Convert ar coefs to ar coef matrix [AM,EM]=(AR,P) %AM is a 3-dimensional matrix of size (p+1,p+1,nf) where p is the lpc order %and nf the number of frames
www.eeworm.com/read/440750/7682199

m lpcar2am.m

function [am,em]=lpcar2am(ar,p); %LPCAR2AM Convert ar coefs to ar coef matrix [AM,EM]=(AR,P) %AM is a 3-dimensional matrix of size (p+1,p+1,nf) where p is the lpc order %and nf the number of frames
www.eeworm.com/read/195605/8138925

html frame.html

北极星书库 - INTERNET 教室 - HTML 语言教程 多窗口页面(Frames)
www.eeworm.com/read/304456/13793874

js js.js

www.eeworm.com/read/304082/13801516

m lpcar2am.m

function [am,em]=lpcar2am(ar,p); %LPCRR2AM Convert ar coefs to ar coef matrix [AM,EM]=(AR,P) %AM is a 3-dimensional matrix of size (p+1,p+1,nf) where p is the lpc order %and nf the number of frames
www.eeworm.com/read/139571/5798192

java bitstream.java

/* * 11/19/04 1.0 moved to LGPL. * * 11/17/04 Uncomplete frames discarded. E.B, javalayer@javazoom.net * * 12/05/03 ID3v2 tag returned. E.B, javalayer@javazoom.net * * 12/12/99 Ba
www.eeworm.com/read/483253/6601770

m lpcar2am.m

function [am,em]=lpcar2am(ar,p); %LPCAR2AM Convert ar coefs to ar coef matrix [AM,EM]=(AR,P) %AM is a 3-dimensional matrix of size (p+1,p+1,nf) where p is the lpc order %and nf the number of frames
www.eeworm.com/read/347510/11659498

htm wordnet-c-index.htm

vti_encoding:SR|utf8-nl vti_timelastmodified:TR|05 Jan 2001 08:11:43 -0000 vti_title:SR|WordNet - introduction vti_author:SR|Zhan Weidong vti_editor:SW|FrontPage Frames Wizard vti_modifiedby:SR|Z