About solvability of initial problem for differential equation with maximum
Journal Title: Дослідження в математиці і механіці - Year 2015, Vol 20, Issue 1
Abstract
Initial value problem for differential equation with maximum is considered. Sufficient conditions of existence and uniqueness solution for this problem are presented.
Authors and Affiliations
A. N. Vityuk, O. D. Kichmarenko, K. Yu. Sapozhnikova
Keywords
Related Articles
- EP ID EP417159
- DOI -
- Views 93
- Downloads 0
SUPERSINGULARITY OF ELLIPTIC AND EDWARDS CURVES OVER Fpn
We consider the algebraic curves which have form of Edwards and elliptic curves with coordinates in Fnp. These curves are most effective support for a cyclic group of points which have many applications now. In this pape...
About one solving method of the contact problem for an elastic semi-infinite layer
It is solved the contact problem on the action of a circular stamp with an extra-central power on the elastic semi-infinite layer. On the lateral and lower side of the layer the conditions of the smooth contact are given...
INVESTIGATION OF SOME CLASSES OF SPECIAL SOLUTIONS OF ESSENTIALLY NONLINEAR SECOND ORDER DIFFERENTIAL EQUATIONS
The sufficiently wide class of slowly varying solutions as the argument tends to the special point for essentially nonlinear second order differential equations is considered. The necessary and sufficient conditions of t...
Quasi-optimal rotation deceleration of a dynamically symmetric rigid body with a cavity filled with viscous fluid in a resistive medium
The problem of quasi-optimal deceleration of rotations of a dynamically symmetric rigid body is investigated. It is assumed that the body contains a spherical cavity filled with highly viscous fluid. The rigid body is su...
THE CONTACT PROBLEM FOR AN ELASTIC SEMI-INFINITE LAYER
It is solved the contact problem on the action of a circular stamp with an extra-central power on the elastic semi-infinite layer. On the lateral and lower side of the layer the conditions of the smooth contact are given...