Colouring algorithm - Revision history

Shoujun at 20:11, 7 September 2004

2004-09-07T20:11:35Z

← Previous revision		Revision as of 20:11, 7 September 2004
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			#REDIRECT [[graph coloring]]
	{{attention}}
	In [[computer science]], the '''colouring algorithm''' is a simple look-up to virtual storage containing another stream to be [[parse]]d, to generate a function which acts on the original input.

	This look-up may be performed recursively. The look-up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be overridden, changed or removed by using an input stream. The problem with this lies in creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."

	A variant of the coloring algorithm is known as the [[graph coloring algorithm]]. It is used in various allocation strategies, for example in [[register allocation]] in [[compiler]] development, and [[resource allocation]] in [[operating systems]]

S.K.: +{{attention}}

2004-08-16T09:31:28Z

+{{attention}}

← Previous revision		Revision as of 09:31, 16 August 2004
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			{{attention}}
	In [[computer science]], the '''colouring algorithm''' is a simple look-up to virtual storage containing another stream to be [[parse]]d, to generate a function which acts on the original input.		In [[computer science]], the '''colouring algorithm''' is a simple look-up to virtual storage containing another stream to be [[parse]]d, to generate a function which acts on the original input.

Charles Matthews: wikify

2003-12-15T19:55:18Z

wikify

← Previous revision		Revision as of 19:55, 15 December 2003
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	~~Colouring~~ ~~Algorithm~~ is a simple ~~style~~ look up to virtual storage containing another stream to be ~~parsed~~ to generate a function which acts on the original input. This lookup may be performed recursively. The look up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be overridden, changed or removed by using an input stream. The problem herein lies with creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."		In [[computer science]], the '''colouring algorithm''' is a simple look-up to virtual storage containing another stream to be [[parse]]d, to generate a function which acts on the original input.

			This look-up may be performed recursively. The look-up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be overridden, changed or removed by using an input stream. The problem with this lies in creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."
	A variant of Coloring Algorithm is known as [[Graph Coloring Algorithm]].

	It is used in various allocation strategies, ~~like~~ in register allocation in [[compiler ~~development~~]] and resource allocation in [[operating systems]]		A variant of the coloring algorithm is known as the [[graph coloring algorithm]]. It is used in various allocation strategies, for example in [[register allocation]] in [[compiler]] development, and [[resource allocation]] in [[operating systems]]

212.71.190.227 at 14:34, 9 November 2003

2003-11-09T14:34:27Z

← Previous revision		Revision as of 14:34, 9 November 2003
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	Colouring Algorithm is a simple style look up to virtual storage containing another stream to be parsed to generate a function which acts on the original input. This lookup may be performed recursively. The look up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be ~~over ridden~~, changed ~~and~~ removed by using an input stream. The problem herein lies with creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."		Colouring Algorithm is a simple style look up to virtual storage containing another stream to be parsed to generate a function which acts on the original input. This lookup may be performed recursively. The look up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be overridden, changed or removed by using an input stream. The problem herein lies with creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."

	A variant of Coloring Algorithm is known as [[Graph Coloring Algorithm]].		A variant of Coloring Algorithm is known as [[Graph Coloring Algorithm]].

61.11.104.16 at 05:02, 28 August 2003

2003-08-28T05:02:57Z

← Previous revision		Revision as of 05:02, 28 August 2003
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	~~Editing~~ Colouring ~~(Coloring)~~ Algorithm is a simple style look up to virtual storage containing another stream to be parsed to generate a function which acts on the original input. This lookup may be performed recursively. The look up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be over ridden, changed and removed by using an input stream. The problem herein lies with creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."		Colouring Algorithm is a simple style look up to virtual storage containing another stream to be parsed to generate a function which acts on the original input. This lookup may be performed recursively. The look up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be over ridden, changed and removed by using an input stream. The problem herein lies with creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."

			A variant of Coloring Algorithm is known as [[Graph Coloring Algorithm]].
			It is used in various allocation strategies, like in register allocation in [[compiler development]] and resource allocation in [[operating systems]]

207.194.162.158 at 04:15, 17 April 2003

2003-04-17T04:15:19Z

New page

Editing Colouring (Coloring) Algorithm is a simple style look up to virtual storage containing another stream to be parsed to generate a function which acts on the original input. This lookup may be performed recursively. The look up is arbitrary and is defined by rules which are defined by virtual default streams. Each of these may be over ridden, changed and removed by using an input stream. The problem herein lies with creating "enough" colouring to make all of this function. This is sometimes called "bootstrapping."