代码搜索:ordered

找到约 1,143 项符合「ordered」的源代码

代码结果 1,143
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readme

Introduction ------------ RMCast is a reliable source-ordered multicast protocol implementation for message-oriented multi-sender group communication built on top of IPv4 multicast. It uses se
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java colorlist.java

package org.trinet.util.graphics; import java.awt.*; /** * Extends class Color to add new colors and the concept of an ordered color list. Also, * controls the definition of certain general
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readme

Introduction ------------ RMCast is a reliable source-ordered multicast protocol implementation for message-oriented multi-sender group communication built on top of IPv4 multicast. It uses se
www.eeworm.com/read/270032/11050884

c orderdither.c

/* Ordered Dithering by Stephen Hawley from "Graphics Gems", Academic Press, 1990 */ /* Program to generate dithering matrices. * written by Jim Blandy, Oberlin College, jimb@occs.oberlin.edu * Gif
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m code_length.m

function codlen=code_length(x) % codlen =code_length(x) % Produces an ordered list of Huffman code lengths. % x =input vector or array. The elements in x are assumed % to be in the rang
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java instancelist.java

package shared; import java.lang.*; import java.io.*; import java.util.*; /** The InstanceList class provides basic functions for ordered lists of * instances. Instances may be labelled or unl
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h sortedarray.h

/* Module : SortedArray.h Purpose: Interface for an MFC template class which provides sorting and ordered insertion derived from the MFC class CArray Created: PJN / 25-12-1999 History: P
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java instancelist.java

package shared; import java.lang.*; import java.io.*; import java.util.*; /** The InstanceList class provides basic functions for ordered lists of * instances. Instances may be labelled or unl
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java instancelist.java

package shared; import java.lang.*; import java.io.*; import java.util.*; /** The InstanceList class provides basic functions for ordered lists of * instances. Instances may be labelled or unl
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m schord.m

function [Qo, To] = schord(Qi, Ti, index) %SCHORD Ordered schur decomposition. % [Qo, To] = schord(Qi, Ti, index) Given the square (possibly % complex) upper-triangular matrix Ti and orthogonal m