代码搜索:Describing 有哪些应用?

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h mibdefs.h

/* 2 global mib defs: ERRORFLAG: A binary flag to signal an error condition. Also used as exit code. ERRORMSG: A text message describing what caused the above condition,
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java attributechangedlistener.java

// AttributeChangedListener.java // $Id: AttributeChangedListener.java,v 1.5 2000/08/16 21:37:53 ylafon Exp $ // (c) COPYRIGHT MIT and INRIA, 1997. // Please first read the full copyright statement
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c longname.c

#include #include "curspriv.h" /****************************************************************/ /* Longname() returns a pointer to a string describing the */ /* User terminal.
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6 adventure.6

.TH adventure 6 VAX "" Unsupported .SH Name adventure \- an exploration game .SH Syntax .B /usr/games/adventure .SH Description .NXR "Adventure game" The object of the .PN adventure game is to locate
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java nodechangelistener.java

/* * @(#)NodeChangeListener.java 1.3 03/01/23 * * Copyright 2003 Sun Microsystems, Inc. All rights reserved. * SUN PROPRIETARY/CONFIDENTIAL. Use is subject to license terms. */ package java.util
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m constraintclass.m

function LIST = constraintlcass(F,property) %CONSTRAINTCLASS Returns a list describing the constraints % Author Johan L鰂berg % $Id: constraintclass.m,v 1.2 2005/02/04 10:10:26 johanl Exp $
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m char.m

function s = char(tree) % XMLTREE/CHAR Converter function from XMLTree to a description string % FORMAT s = char(tree) % % tree - XMLTree object % s - a description string of an XMLTree %____
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html http:^^www.cs.dartmouth.edu^courseguide^undergrad^cs_48.html

Date: Wed, 20 Nov 1996 22:12:27 GMT Server: NCSA/1.4.2 Content-type: text/html Last-modified: Tue, 03 Sep 1996 13:09:08 GMT Content-length: 1156 Implementation of Programming Lang
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m constraintclass.m

function LIST = constraintlcass(F,property) %CONSTRAINTCLASS Returns a list describing the constraints % Author Johan L鰂berg % $Id: constraintclass.m,v 1.2 2005/02/04 10:10:26 johanl Exp $
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m solvemp.m

function [mpsolution,diagnostic] = solvemp(F,h,ops,x) %SOLVEMP Computes solution to multi-parametric optimization problem % % min_z(x) h(x,z) % subject to % F(x,z) > 0 % % % [MPSO