代码搜索：Multiple
找到约 9,501 项符合「Multiple」的源代码
代码结果 9,501
www.eeworm.com/read/431671/8662699
m zak.m
function dzt=zak(sig,N,M)
%ZAK Zak transform.
% DZT=ZAK(SIG,N,M) computes the Zak transform of signal SIG.
%
% SIG : Signal to be analysed (length(X)=N1).
% N : number of Zak coefficients in time (
www.eeworm.com/read/187250/8838738
m zerohold.m
function Y=zerohold(X,N)
%ZEROHOLD Oversample the input X, by N times, using zero order hold.
% Y=zerohold(X,N)
% If X is a matrix then each row is over sampled
% Copyright (c) Eric Lawrey J
www.eeworm.com/read/428563/8859697
java roses.java
//********************************************************************
// Roses.java Author: Lewis/Loftus
//
// Demonstrates the use of escape sequences.
//********************************
www.eeworm.com/read/383640/8930586
h mp4vosd.h
#ifndef _MP4VOSD_H_
#define _MP4VOSD_H_
#ifdef LINUX
#include "portab.h"
#else
#include "portab.h"
#endif
// avaiable format, start
#define OSD_FMT_YUV 0
#define OSD_FMT_CbYCrY 1
www.eeworm.com/read/426516/9016581
m zak.m
function dzt=zak(sig,N,M)
%ZAK Zak transform.
% DZT=ZAK(SIG,N,M) computes the Zak transform of signal SIG.
%
% SIG : Signal to be analysed (length(X)=N1).
% N : number of Zak coefficients in time (
www.eeworm.com/read/185455/9037072
m zak.m
function dzt=zak(sig,N,M)
%ZAK Zak transform.
% DZT=ZAK(SIG,N,M) computes the Zak transform of signal SIG.
%
% SIG : Signal to be analysed (length(X)=N1).
% N : number of Zak coefficients in time (
www.eeworm.com/read/282288/9105830
input-control
/* ======================================================== */
/* CONTROL FLOW AND CONDITIONAL BRANCHING */
/* */
/* T
www.eeworm.com/read/282286/9106091
input-basic-control
/* ======================================================== */
/* CONTROL FLOW AND CONDITIONAL BRANCHING */
/* */
/* T
www.eeworm.com/read/184304/9110988
m exm041~3.m
%exm04131_1.m
clear
S=['This string array '
'has multiple rows.']
size(S)
www.eeworm.com/read/184196/9118024
m zak.m
function dzt=zak(sig,N,M)
%ZAK Zak transform.
% DZT=ZAK(SIG,N,M) computes the Zak transform of signal SIG.
%
% SIG : Signal to be analysed (length(X)=N1).
% N : number of Zak coefficients in time (