## Abstract This paper presents a semigroup approach for the mathematical analysis of the inverse coefficient problems of identifying the unknown coefficient __k__(__u__~__x__~) in the inhomogenenous quasiβlinear parabolic equation __u__~__t__~(__x__, __t__)=(__k__(__u__~__x__~)__u__~__x__~(__x__,
Analysis of an adjoint problem approach to the identification of an unknown diffusion coefficient
β Scribed by DuChateau, P; Thelwell, R; Butters, G
- Book ID
- 124077149
- Publisher
- Institute of Physics
- Year
- 2004
- Tongue
- English
- Weight
- 276 KB
- Volume
- 20
- Category
- Article
- ISSN
- 0266-5611
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π SIMILAR VOLUMES
This article presents a semigroup approach to the mathematical analysis of the inverse coefficient problems of identifying the unknown coefficient k(u x ) in the quasi-linear parabolic equation u t (x, t) = (k(u x )u x (x, t)) x + F(x, t), with Dirichlet boundary conditions u(0, t) = 0 , u(1, t) = 1
This article presents a semigroup approach for the mathematical analysis of the inverse coefficient problems of identifying the unknown coefficient k(u(x, t)) in the quasi-linear parabolic equation The main purpose of this paper is to investigate the distinguishability of the input-output mappings