CHARACTERISTIC PROBLEM FOR THE LOADED WAVE EQUATION WITH SPECIFIC CHANGES

Abstract

In this paper the characteristic problem for the wave equation loaded with a special shift. A theorem on the uniqueness of the solution of the Goursat problem and find necessary conditions for its solvability.

Authors and Affiliations

Anatoly Attaev

Keywords

Related Articles

SYMMETRY GROUPS FOR PAINLEVE EQUATIONS

In this study, one-parametric symmetry groups were found for 50 canonical equations with Painleve property, and, in special cases, general solutions were obtained. The result can be used as reference for specialists in t...

ON THE CONNECTION OF VARIATIONS OF THE VELOCITY OF THE EARTH ROTATION AND ITS SEISMIC ACTIVITY. THE EARTH‘S ENTRY INTO A NEW PHASE OF REDUCING OF THE ANGULAR VELOCITY ROTATION

Earth’s seismic activity demonstrates a distinct nonuniformity (heterogeneity) both in space and in time. The periods of intensification of seismic activity (SA) are followed by periods of its decline. Strengthening the...

ON STABILIZING CONTROLLER DESIGN FOR FUZZY SYSTEM WITH UNCERTAINTY

This paper addresses fuzzy control systems, asymptotically stability analysis and fuzzy controllers design. A stabilizing control design method for nonlinear dynamical systems with uncertainties based on Takagi-Sugeno fu...

MODEL OF THE DIFFUSION PROCESS WITH HEAVY TAILS IN THE DISTRIBUTION

A generator of stable random variables is developed. Numerical simulation of the diffusion process with a heavy tail

NUMERICAL SOLUTION FOR FRACTIONAL HALLER EQUATION

Solution of boundary value problems for the Haller equation in differential and difference settings are studied. By the method energy inequalities, a priori estimates are obtained for the solution of the differential pro...

Download PDF file
  • EP ID EP486495
  • DOI 10.18454/2079-6641-2015-11-2-7-12
  • Views 110
  • Downloads 0

How To Cite

Anatoly Attaev (2015). CHARACTERISTIC PROBLEM FOR THE LOADED WAVE EQUATION WITH SPECIFIC CHANGES. Вестник КРАУНЦ. Физико-математические науки, 2(), 7-12. https://europub.co.uk./articles/-A-486495