ON ONE PROBLE FOR HIGHER-ORDER EQUATION
Journal Title: Вестник КРАУНЦ. Физико-математические науки - Year 2014, Vol 2, Issue
Abstract
In this paper not well posed problem for the even-order equation is studied. The stability of the problem is restored by additional conditions and conditions to domain.
Authors and Affiliations
Asal Yuldasheva
ON THE NUMERICAL SOLUTION OF EQUATIONS FRACTAL OSCILLATOR WITH VARIABLE ORDER FRACTIONAL OF TIME
We propose a model of a fractal oscillator with variable fractional order. Received and investigated by numerical solution of the model. The phase trajectory.
ON THE STABILITY OF THE BOUNDARY VALUE PROBLEM FOR EVEN ORDER EQUATION
In this paper not well posed problem for the even-order equation is studied. The stability of the problem is restored by additional conditions and conditions to domain.
ABOUT PAINLEVE PROPERTY OF A HYDRODYNAMIC SYSTEM
We represent conditions of hydrodynamic system when it passes the Painleve test. We use Kovaleskaya-Gambie method for fourth order ordinary differential system. We obtain Lorenz-like dynamic, hydrodynamic system.
INFORMATION RESOURCES AS A FACTOR OF INTEGRATION OF MODELS AND METHODOLOGIES
This article discusses an information resource as a factor of integration of models and methodologies for example informatics.
THE PROBLEM WITH SHIFT FOR AN EQUATION OF MIXED TYPE OF THE SECOND KIND IN AN UNBOUNDED DOMAIN
In this paper, in the mixed area, which is part of the elliptical vertical half-strip, non-local task, in which the nonlocal conditions associated pointwise values of the fractional derivative of the unknown function at...