CiNii 図書 - Nonclassical and inverse problems for pseudoparabolic equations

著者

Nonclassical and inverse problems for pseudoparabolic equations

A. Asanov and E.R. Atamanov

（Inverse and ill-posed problems series）

VSP, 1997

Bibliography: p. 143-152

内容説明

01/07 This title is now available from Walter de Gruyter. Please see www.degruyter.com for more information.

Part 1 The Cauchy problem with data in a time-like manifold for the pseudoparabolic equation: uniqueness of the solution in the class U(a,b)
on the stability type for the Cauchy problem with data in the time half-axis
existence of solutions in the class U(a,b)
the Cauchy problem in the multidimensional case
uniqueness in continuation of solution to the degenerate differential equations with unbounded operator in the characteristic case. Part 2 Interior problems for pseudoparabolic equations: three-point problem
the inverse problem for the pseudoparabolic equation without initial data
the interior periodic problem
recovering the solution to the pseudoparabolic equation by its values in the curve
the probability interpretation of multipoint problems. Part 3 Inverse problems for operator pseudoparabolic equations: the inverse problem for operator pseudoparabolic equations
the inverse problem for the operator integro-differential pseudoparabolic equation
recovering the kernels of the integro-differential operator of pseudoparabolic equations.

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