Periodic solutions of a kind of Liénard equations with two deviating arguments
Abstract
In this paper, we deal with the existence of periodic solutions of
a kind of Liénard equations with two deviating arguments
$$
x''+f(t, x(t-\sigma(t)))x'(t)+g(t, x(t-\tau (t)))=p(t).
$$
Some new results on the existence of periodic solutions of the given
equations are proved by using the continuation theorem.
a kind of Liénard equations with two deviating arguments
$$
x''+f(t, x(t-\sigma(t)))x'(t)+g(t, x(t-\tau (t)))=p(t).
$$
Some new results on the existence of periodic solutions of the given
equations are proved by using the continuation theorem.
Keywords
Liénard equation; deviating argument; periodic solution; continuation theorem
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