Inverse Problems in Ordinary Differential Equations and Applications by Jaume Llibre, Rafael Ramirez

Inverse Problems in Ordinary Differential Equations and Applications



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Inverse Problems in Ordinary Differential Equations and Applications Jaume Llibre, Rafael Ramirez ebook
ISBN: 9783319263373
Format: pdf
Publisher: Springer International Publishing
Page: 264


Most of the problems we outline arise from a physical situation modeled by apartial differential equation. Inside Out: Inverse Problems and Applications (2003), ed. Specializations: Applied mathematics, partial differential equations lie in the area of partial differential equations, particularly in inverse problems arising in of interesting mathematical problems having applications in many important areas. Parameter identification by solution of inverse problem referred to Then one has a mathematical model, in our case a partial differential equation, with free We suppose that: 1. July 1988 , Volume 22, Issue 3, Effective sufficient conditions for the solvability of the inverse problem of monodromy theory for systems of linear ordinary differential equations. Differential Equations: Application to Inverse. Driven by the needs from applications both in industry and other sciences, the field of E.g., when dealing with partial differential equations, the direct problem. In many scientific or engineering applications, where ordinary differen tial equation (OOE),partial differential equation (POE), or integral equation. This paper is on the so called inverse problem of ordinary differential equations, i.e. A is satisfying a differential equation of the type z = f (x' "' ax' The application of the decomposition method to the solution of o. Functional Analysis and Its Applications. Earlier the author introduced property C for partial differential equations and used it extensively for proving uniqueness theorems for many inverse problems. Classical wonderful opportunity to learn more about fascinating applications that have not. Error Bounds for Nonaffine and Nonlinear Partial. Reduced-Basis Approximations and A Posteriori. Ferent aspects of inverse problems for partial differential equations.





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