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ON AN INVERSE INITIAL-BOUNDARY VALUE PROBLEM FOR A ONE-DIMENSIONAL HYPERBOLIC SYSTEM OF DIFFERENTIAL EQUATIONS
引用本文:窦学丽,朱本仁. ON AN INVERSE INITIAL-BOUNDARY VALUE PROBLEM FOR A ONE-DIMENSIONAL HYPERBOLIC SYSTEM OF DIFFERENTIAL EQUATIONS[J]. 应用数学学报(英文版), 1997, 13(1): 33-44. DOI: 10.1007/BF02020479
作者姓名:窦学丽  朱本仁
作者单位:DOU XUELI (Beijing Research Institute for Remote Sensing Information,Beijing 100011,China)ZHU BENREN (Department of Mathematics,Shandong University,jinan 250100,China)
摘    要:1.IntroductionTheproblemstodeterminethecoefficientsindifferentialequationsfromknownfunctionaloftheirsolutionsareoftencalledinverseproblems.Amongtheseproblemsthesimplestisaboutone-dimensionalwaveequations.Thisproblemcanbediscussedinthetimedomainorinthefreq…

收稿时间:1993-06-24

On an inverse initial-boundary value problem for a one-dimensional hyperbolic system of differential equations
Xueli Dou,Benren Zhu. On an inverse initial-boundary value problem for a one-dimensional hyperbolic system of differential equations[J]. Acta Mathematicae Applicatae Sinica, 1997, 13(1): 33-44. DOI: 10.1007/BF02020479
Authors:Xueli Dou  Benren Zhu
Affiliation:(1) Beijing Research Institute for Remote Sensing Information, 100011 Beijing, China;(2) Department of Mathematics, Shandong University, 250100 Jinan, China
Abstract:In this paper, the inverse boundary value problem of the hyperbolic system of first-order deferential equations is discussed. The estimate of the solution and the quantitative analysis about its stability are obtained, and some stability criteria are established.
Keywords:Inverse problem   hyperbolic equations   eigenvalue problem   spectral function  integral kernel   stability
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