TWO-SCALE HOMOGENIZATION AND MEMORY EFFECTS OF A FIRST ORDER DIFFERENTIAL EQUATION

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Title:	TWO-SCALE HOMOGENIZATION AND MEMORY EFFECTS OF A FIRST ORDER DIFFERENTIAL EQUATION
Authors:	江鑑聲 Jiang, Jiann-Sheng (東方技術學院電子與資訊系)
Contributors:	東方技術學院電子與資訊系
Date:	2006-06
Issue Date:	2009-12-16 10:02:29 (UTC+8)
Abstract:	We apply the two-scale convergence method introduced by G. Nguetseng and G. Allaire to study the homogenization of a first order linear differential equation. We show that it generates memory effects and the memory kernel is described by a Volterra integral equation. The explicit form of the memory kernel is given in terms of a Radon measure.
Relation:	TAIWANESE JOURNAL OF MATHEMATICS, Vol. 10, No. 4, pp. 963-976, June 2006 台灣數學期刊
Appears in Collections:	[Department of Electronics Engineering and Computer Science] journal

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