PERIODIC SOLUTIONS OF DIFFERENTIAL EQUATIONS WITH CONSTANT ARGUMENTS OF THE SECOND ORDER

Z Z Jumaev, T A Radjabov

Samarqand davlat universiteti ilmiy tadqiqotlar axborotnomasi · 2022-yil

Annotatsiya

In the paper a method of finding periodical solutions of the differential equation of the form x(t)  p(t)x(t 1) = q(t)x([t])  f (t) is given, where [] denotes the greatest integer function, p(t) , q(t) and f (t) are continuous periodic functions of t . This provides n - periodic soluble problem to a system of n 1 linear equations, where n = 2. Furthermore, by using the well known properties of linear system in the algebra, all existence conditions for 2 - periodical solutions are described, and the explicit formula for these solutions are obtained.

Maqola ma’lumotlari
MualliflarZ Z Jumaev, T A Radjabov
JurnalSamarqand davlat universiteti ilmiy tadqiqotlar axborotnomasi
Nashr sanasi2022-02-02
Jild1
Son131/1
Betlar1-11
Tilen
DOI10.59251/2181-1296.v1.1311.71

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