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On a class of quasiperiodic solutions of differential systems. (Russian. English summary) Zbl 0756.34049
Consider the system of differential equation (*) $$x'=X(t,x)$$, $$x\in R^ n$$, where the $$n$$-vector $$X(t,x)$$ is a continuous function on $$R\times D$$, $$D\subset R^ n$$, and it is quasiperiodic with respect to $$t$$. The author gives a result concerning the existence of one class of quasiperiodic solutions for (*).
##### MSC:
 34C27 Almost and pseudo-almost periodic solutions to ordinary differential equations
##### Keywords:
differential equation; quasiperiodic solutions