Inverse Problems and Spectral Theory.

Intro -- Contents -- On the determination of wave speed and potential in a hyperbolic equation by two measurements -- Focusing waves in electromagnetic inverse problems -- Reconstruction of conductivity inhomogeneities of small diameter via boundary measurements -- Unique determination of inhomogeneity in a stationary isotropic Lamé system with variable coefficients -- Mittag-Leffler's function and extracting from Cauchy data -- On the inverse boundary value problem for linear isotropic elasticity and Cauchy-Riemann systems -- Pointwise reconstruction of the jump at the boundaries of inclusions -- Constant parameters identification problems of coupled sine-Gordon equations -- Inverse problem for harmonic oscillator perturbed by potential -- Some transforms in potential scattering in odd dimension -- Inverse problems in N-body scattering -- Asymptotics of heat kernels on nilpotent coverings and related topics -- Eigenvalues associated with a periodic orbit of the magnetic flow -- Inverse problems and hyperbolic manifolds -- Reconstruction of measurable plane sets from their orthogonal projections -- A numerical computation for inverse boundary value problems by using the adjoint method -- The Dirichlet eigenvalue problem, the finite element method and graph theory -- A numerical method for the discontinuous solutions of Abel integral equations.

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Electronic reproduction. Ann Arbor, Michigan : ProQuest Ebook Central, 2024. Available via World Wide Web. Access may be limited to ProQuest Ebook Central affiliated libraries.