代码搜索:Routine

找到约 10,000 项符合「Routine」的源代码

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www.eeworm.com/read/282846/9056153

progs readme.progs

% Matlab code for Gaussian Processes for Classification: % GPCLASS version 0.2 10 Nov 97 % Copyright (c) David Barber and Christopher K I Williams (1997) % T
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c test.c

/* The following is a test program for a subroutine set which provides a simple emulation of the TOPS-20 COMND JSYS for C programs. This program tests some of the basic features, and illustra
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c systffs.c

/* sysTffsStub.c - BSP stub for TrueFFS Socket Component Driver */ /* Copyright 1984-2000 Wind River Systems, Inc. */ #include "copyright_wrs.h" /* modification history --------------------
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c setbuffer.c

/* setbuffer.c- file for stdio.h */ /* Copyright 1992-1993 Wind River Systems, Inc. */ /* modification history -------------------- 01c,05mar93,jdi documentation cleanup for 5.1. 01b,20sep92,smb d
www.eeworm.com/read/183733/9142660

c sysscsi.c

/* sysScsi.c - Motorola MVME2600 series SCSI-2 initialization for sysLib.c */ /* Copyright 1984-2000 Wind River Systems, Inc. */ /* Copyright 1996,1997,1998,1999 Motorola, Inc., All Rights Reserved *
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c sysscsi.c

/* sysScsi.c - Motorola MVME2600 series SCSI-2 initialization for sysLib.c */ /* Copyright 1984-2000 Wind River Systems, Inc. */ /* Copyright 1996,1997,1998,1999 Motorola, Inc., All Rights Reserved *
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c sysmotsccend.c

/* sysMotSccEnd.c - system configuration module for m8260SccEnd driver */ /* Copyright 1984-1999 Wind River Systems, Inc. */ #include "copyright_wrs.h" /* modification history --------------------
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3x curs_kernel.3x

.\"*************************************************************************** .\" Copyright (c) 1998-2001,2005 Free Software Foundation, Inc. * .\"
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h systm.h

/* * Random set of variables * used by more than one * routine. */ char canonb[CANBSIZ]; /* buffer for erase and kill (#@) */ int coremap[CMAPSIZ]; /* space for core allocation */ int swapmap[SMAP
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m iszero.m

function yesno = iszero(P) % ISZERO -- check whether matrix polynomial is zero % % yesno = iszero(P) % % If the matrix polynomial P contains only entries which are zero % (within toleran