Some Sesults on the Reconstruction of a Convolution Kernel in an Integrodifferential Beam Equation

Autori

  • Davide Guidetti Università degli Studi di Bologna
  • Fabrizio Colombo Politecnico di Milano,

DOI:

https://doi.org/10.1685/

Parole chiave:

Beam equation with memory, nonhomogeneous boundary conditions, global in time existence and uniqueness result, nonlinear second order in time integrodifferential inverse problem

Abstract

We illustrate some results of existence and uniqueness of local and global solutions to an inverse problem of reconstruction of a convolution kernel in a semilinear inte- grodifferential beam equation. These results are particular cases of corresponding results concerning certain abstract equations of the second order. [DOI: 10.1685/CSC09264] About DOI

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Pubblicato

2009-08-12

Fascicolo

V. 3 (2009)

Sezione

Articles

Licenza

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