代码搜索：Multiple

找到约 9,501 项符合「Multiple」的源代码

代码结果 9,501
热门代码： main.c GPIO I2C SPI UART timer interrupt ADC PWM LED
www.eeworm.com/read/146860/12607011

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 (
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www.eeworm.com/read/135217/13949726

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
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www.eeworm.com/read/134932/13970012

rpt traffic.rpt

Project Information e:\traffic\traffic.rpt MAX+plus II Compiler Report File Version 9.3 7/23/1999 Compiled: 06/17/2005 08:33:55 Copyright (C) 1988-1999 Alte
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www.eeworm.com/read/134893/13972217

m nnpin.m

function y = nnpin(x,a,b,q) %NNPIN Neural Network Design utility function. % NNPIN(X,A,B,Q) % X - Number or matrix. % A - Lower bound. % B - Upper bound. % Q - Quantization constant (o
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www.eeworm.com/read/237026/13980842

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 (
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www.eeworm.com/read/133875/14019911

m exm04131_1.m

%exm04131_1.m clear S=['This string array ' 'has multiple rows.'] size(S)
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www.eeworm.com/read/133707/14029403

lnt co-c86p.lnt

// co-c86p.lnt // Compiler Options for C86 PLUS -cc86p // This file contains options to allow PC-lint to process source // files for your compiler. It is used as follows: // //
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www.eeworm.com/read/133638/14032808

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 t
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www.eeworm.com/read/132819/14071975

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 (
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www.eeworm.com/read/202486/15381624

cpp pr0519.cpp

// Programming with C++, Second Edition, by John R. Hubbard // Copyright McGraw-Hill, 2000 // Problem 5.19 on page 113 // Finding the least common multiple #include // defines th
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