Monotonicity preserving scheme - Revision history

Peter: Reverted edits by RodomActro (Talk) to last version by Zznz

2008-12-17T14:09:17Z

Reverted edits by RodomActro (Talk) to last version by Zznz

← Older revision		Revision as of 14:09, 17 December 2008
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-	~~domlet~~
	A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>.		A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>.

RodomActro: lic4tcnavar

2008-12-17T14:00:36Z

lic4tcnavar

← Older revision		Revision as of 14:00, 17 December 2008
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		+	domlet
	A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>.		A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>.

Zznz at 01:51, 9 May 2006

2006-05-09T01:51:16Z

← Older revision		Revision as of 01:51, 9 May 2006
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-	A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>	+	A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>.

	: [[Monotone scheme]] <math>\Longrightarrow</math> [[TVD scheme]] <math>\Longrightarrow</math> [[Monotonicity preserving scheme]]		: [[Monotone scheme]] <math>\Longrightarrow</math> [[TVD scheme]] <math>\Longrightarrow</math> [[Monotonicity preserving scheme]]

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Zznz at 02:37, 7 May 2006

2006-05-07T02:37:02Z

← Older revision		Revision as of 02:37, 7 May 2006
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-	A scheme is said to be monotonicity preserving if <math>u^n</math> is monotone mesh function, so is <math>u^{n+1}</math>	+	A scheme is said to be monotonicity preserving if <math>u^n</math> is a monotone mesh function, so is <math>u^{n+1}</math>

	: [[Monotone scheme]] <math>\Longrightarrow</math> [[TVD scheme]] <math>\Longrightarrow</math> [[Monotonicity preserving scheme]]		: [[Monotone scheme]] <math>\Longrightarrow</math> [[TVD scheme]] <math>\Longrightarrow</math> [[Monotonicity preserving scheme]]

	{{stub}}		{{stub}}

Zznz at 02:36, 7 May 2006

2006-05-07T02:36:07Z

New page

A scheme is said to be monotonicity preserving if <math>u^n</math> is monotone mesh function, so is <math>u^{n+1}</math>

: [[Monotone scheme]] <math>\Longrightarrow</math> [[TVD scheme]] <math>\Longrightarrow</math> [[Monotonicity preserving scheme]]

{{stub}}