Identification of Parameters through the Approximate Periodic Solutions of a Parabolic System

Details Identification of Parameters through the Approximate Periodic Solutions of a Parabolic System Identification of Parameters through the Approximate Periodic Solutions of a Parabolic System

2006-04-19

arxiv.org/abs/math/0604424v1

Mathematics

Optimization and Control

26 pages

Scientific paper

This work is concerned with the identification problem for what we call the perturbation term or error term in a parabolic partial differential equation, through its approximate periodic solutions. The observation is made over a subregion of the physical domain. The existence and uniqueness problem of the approximate periodic solutions is studied in the first part of the paper. A solution to the identification problem is given in the second part of the paper. The main ingredients to be used include the classical Garlerkin method and the more recently developed Carleman estimates for a parabolic system.

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