%0 Journal Article
%T New Oscillation Results for a Nonlinear Generalization of Euler Differential Equation
%J Mathematics Interdisciplinary Research
%I University of Kashan
%Z 2538-3639
%A Roomi, Vahid
%D 2021
%\ 12/01/2021
%V 6
%N 4
%P 243-256
%! New Oscillation Results for a Nonlinear Generalization of Euler Differential Equation
%K Oscillation
%K Lienard system
%K Euler Equations
%R 10.22052/mir.2021.240252.1237
%X In the present work the oscillatory behavior of the solutions of a nonlinear generalization of Euler equation will be considered in which the nonlinearities satisfy the smoothness conditions which guarantee the uniqueness of solutions of initial value problems. However, no conditions of sub(super)linearity are assumed. Some new sufficient conditions are established ensuring oscillation of all solutions of this equation. Examples are also provided to illustrate the relevance of the main results.
%U https://mir.kashanu.ac.ir/article_111593_b666b662939487695f9db8fd09f12023.pdf