On the discretization of solutions of the wave equation with initial conditions from generalized Sobolev classes

Author:

Abikenova Sh.,Utesov A.,Temirgaliev N.

Publisher

Pleiades Publishing Ltd

Subject

General Mathematics

Reference7 articles.

1. N. Temirgaliev, Mathematics: Selected Works (Izd. ENU, Astana, 2009) [in Russian].

2. N. Temirgaliev, Computational Width. Algebraic Number Theory and Harmonic Analysis in Reconstruction Problems (Quasi-Monte-Carlo method). Embedding and Approximation Theory. Fourier Series, Special issue containing the prominent works of mathematicians of Gumilev Eurasian National University, Astana, Vestnik ENU, 1 (2010).

3. Sh. U. Azhgaliev, Mat. Zametki 82(2), 177 (2007) [Math. Notes 82 (2), 153 (2007)].

4. A. B. Utesov, The Problem of Reconstructing Functions and Integrals for Generalized Classes and the Solutions of the Heat Equation, Cand. Sci. (Phys.-Math.) Dissertation (Almaaty, 2001) [in Russian].

5. E. I. Shangireev, On the Reconstruction of the Solutions of the Wave Equation, Cand. Sci. (Phys.-Math.) Dissertation (Karaganda, 2002) [in Russian].

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