代码搜索:corresponding

找到约 4,250 项符合「corresponding」的源代码

代码结果 4,250
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c getpw.c

#ifndef lint static char sccsid[] = "@(#)getpw.c 4.1 (decvax!larry) 7/2/90"; #endif #include "stdio.h" /* * return passwd entry corresponding to uid * * return codes: 0 == success * 1 ==
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h asm_i386.h

#ifndef __ASM_I386__ #define __ASM_I386__ #ifdef ELF #define C(label) label #else #define C(label) _##label #endif // // !!! note that this file must match the corresponding C structures
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cpp vector.cpp

// ENERGY211/CME211 // // vector.cpp - Implementation file for Project 1 // #include #include "vector.h" // Must include corresponding header file #include using namespace std;
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cpp vector.cpp

// ENERGY211/CME211 // // vector.cpp - Implementation file for Project 3 // #include "vector.h" // Must include corresponding header file #include #include using namespace std;
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h error.h

#ifndef ERROR_H #define ERROR_H // error/status codes defined here // add error codes under appropriate heading // -- remember to add corresponding message to // Error.print() also! enum Status
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m ikine.m

%IKINE Inverse manipulator kinematics % % Q = IKINE(ROBOT, T) % Q = IKINE(ROBOT, T, Q) % Q = IKINE(ROBOT, T, Q, M) % % Returns the joint coordinates corresponding to the end-effector transform T. % No
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m coef_dcov1d.m

function D=coef_dcov1D(pflt) %D=coef_dcov1D(pflt) % % This function returns diagonal blocks of the covariance matrix % corresponding to 6 levels of 1-dimensional multiwavelet transform with %
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m coef_dcov1d.m

function D=coef_dcov1D(pflt) %D=coef_dcov1D(pflt) % % This function returns diagonal blocks of the covariance matrix % corresponding to 6 levels of 1-dimensional multiwavelet transform with %
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h asm_i386.h

#ifndef __ASM_I386__ #define __ASM_I386__ #ifdef ELF #define C(label) label #else #define C(label) _##label #endif // // !!! note that this file must match the corresponding C structures
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m tfrzamt.m

%function tfrzamt %TFRZAMT Unit test for the function TFRZAM. % O. Lemoine, March 1996. % We test each property of the corresponding TFR : N=128; % Covariance by translation in time t1=55;