On a Nevanlinna type result for solutions of nonautonomous equations y′=a( t) F 1( x,y), x′=b( t)F 2( x,y )

Oscillation problems (investigation of zeros) were widely studied for solutions of ordinary differential equation (ODE). In this article, we transfer oscillation problems to the case of solutions of nonautonomous system of equations . By analogy with the theory of oscillation for one ODE, we conside...

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Bibliographic Details

Published in:	Complex variables, theory & application Vol. 50; no. 7-11; pp. 469 - 477
Main Authors:	Barseghyan, K. G., Barsegian, G. A.
Format:	Journal Article
Language:	English
Published:	Taylor & Francis Group 10.06.2005
Subjects:	AMS 2000 Mathematics Subject Classifications: 30D30 Nevanlinna theory ODE Oscillations Periodic solutions
ISSN:	0278-1077, 1563-5066
Online Access:	Get full text
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