代码搜索:constructs

找到约 1,240 项符合「constructs」的源代码

代码结果 1,240
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java serverexception.java

/* * @(#)ServerException.java 1.12 01/12/03 * * Copyright 2002 Sun Microsystems, Inc. All rights reserved. * SUN PROPRIETARY/CONFIDENTIAL. Use is subject to license terms. */ package java.rmi;
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m setfiles.m

%SETFILES Set files (directory names) for datafile % % A = SETFILES(A,DIRNAMES) % % INPUT % A - Datafile % DIRNAMES - Character array with directory (or file) names % % OUTPUT % A
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c bccstack.c

/* * this is the only way to tell the linker we need a large stack size * with the 16-bit borland package. Note by the way that this is one * of those constructs my compiler doesn't know how to
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readme

This is the original documentation for the C++ interface in Meep. It is somewhat out of date. (All of the code in this manual still works, but some of it uses obsolete constructs, etcetera.) We now
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c bccstack.c

/* * this is the only way to tell the linker we need a large stack size * with the 16-bit borland package. Note by the way that this is one * of those constructs my compiler doesn't know how to
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java dataformatexception.java

/** * This exception is thrown when malformed data is detected while * a file being parsed. * * @author author name * @version 1.0.0 */ public class DataFormatException extends Exception
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c bccstack.c

/* * this is the only way to tell the linker we need a large stack size * with the 16-bit borland package. Note by the way that this is one * of those constructs my compiler doesn't know how to
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java dataformatexception.java

/** * This exception is thrown when malformed data is detected while * a file being parsed. * * @author iCarnegie * @version 1.0.0 */ public class DataFormatException extends Exception {
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m recserp.m

function y=recserp(x,z) % RECSERP % RECSERP(x,z) constructs a recursive time series based on product % x: N*K z: N*K % y(1)=x(1)+z(1) % y(t)=y(t-1)*x(t)+z(t) for t=2,..N y=[]; y(1,:)=x(1,:)
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m recserar.m

function y=recserar(x,y0,a) % RECSERAR % RECSERAR(x,y0,a) constructs a recursive time series % x: N*K y0: P*K a: P*K y: N*K % y(t)=x(t)+a(1)y(t-1)+...a(p)y(t-p) for t=p+1,..N % y(t)=y0(t) f