Asymptotic properties of trinomial delay differential equations
Abstract
In this paper we present new criteria for asymptotic
properties of the solutions of the third order delay differential
equation
$$
\left( \frac1{r(t)}y''(t)\right)'-p(t)y'(t)+g(t)y(\tau(t))= 0,
$$
by transforming this equation to its binomial canonical form.
properties of the solutions of the third order delay differential
equation
$$
\left( \frac1{r(t)}y''(t)\right)'-p(t)y'(t)+g(t)y(\tau(t))= 0,
$$
by transforming this equation to its binomial canonical form.
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PDFDOI: https://doi.org/10.2478/tatra.v43i0.13