Can I read Recovery of a Fast Oscillating Source in the Heat Equation by Asymptotic of the Solution on EtoBox?

Recovery of a Fast Oscillating Source in the Heat Equation by Asymptotic of the Solution by Babich, Pavel V.; Levenshtam, Valeriy B.; Prika, Sergey P. is a scholarly article available to read on EtoBox.

What is Recovery of a Fast Oscillating Source in the Heat Equation by Asymptotic of the Solution about?

Four problems about recovery of a high-frequency source in the one-dimension heat equation with homogeneous initial-boundary conditions by some information about partial asymptotic of its solution have solved. It is shown, that the source can be completely recovered from a specific data about incomplete (two-terms) asymptotic of the solution. Before formulation of each problem about recovery of a source, construction and justification of the asymptotic of the solution of original initial-boundary problem is given.

Author

Babich, Pavel V.; Levenshtam, Valeriy B.; Prika, Sergey P.

Published

2017

Language

EN