A SEMI-SPLITTING FINITE DIFFERENCE SCHEME OF MATRIX COEFFICIENTS AND ITS APPLICATION TO DESCRIBE THE TSUNAMI PROPAGATION | Zendy

В. А. Симоненко | Zendy; Н. А. Скоркин | Zendy; Alexander S. Uglov | Zendy

Open Access

A SEMI-SPLITTING FINITE DIFFERENCE SCHEME OF MATRIX COEFFICIENTS AND ITS APPLICATION TO DESCRIBE THE TSUNAMI PROPAGATION

Author(s) -

В. А. Симоненко,

Н. А. Скоркин,

Alexander S. Uglov

Publication year - 2016

Publication title -

bulletin of the south ural state university series mathematics mechanics physics

Language(s) - English

Resource type - Journals

eISSN - 2409-6547

pISSN - 2075-809X

DOI - 10.14529/mmph160206

Subject(s) - shallow water equations , matrix (chemical analysis) , mathematics , finite difference , finite difference method , mathematical analysis , system of linear equations , surface (topology) , finite difference scheme , wave equation , waves and shallow water , coefficient matrix , independent equation , geometry , physics , partial differential equation , quantum mechanics , materials science , composite material , thermodynamics , eigenvalues and eigenvectors

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