Autori: Olga Martin

Editorial: Denbridge Press, SUA, p.200 pp, 2006.

Rezumat:

Are approched the concepts of the abstract functional analysis that make possible the solution of the boundary problems for a Helmholtz equation and the integral-differential equations using Riesz’s theorem, Lax-Milgram theorem and Hille-Yosida theorem. The direct methods for the solution of differences equations, the variational-differences technique: the method of finite elements,errors and stability studies and many technical applications are presented in the book.

Cuvinte cheie: mathematical physics, variational formulation of the boundary problems,transport equations, finite elements methods