The purpose of this paper is to provide an oscillation theorem that can be applied to half-linear differential equations with time-varying coefficients.

Integral condition for oscillation of half-linear differential equations with damping · J. Sugie, Kazuki Ishibashi · Published in Applied Mathematics Letters 1 ...

The purpose of this paper is to provide an oscillation theorem that can be applied to half-linear differential equations with time-varying coefficients.

Jun 1, 2020 · The purpose of this paper is to provide an oscillation theorem that can be applied to half-linear differential equations with time-varying ...

Ishibashi, Integral condition for oscillation of half-linear differential equations with damping, Appl. Math. Lett. (2017), https://doi.org/10.1016/j.aml ...

Oct 2, 2022 · Jitsuro Sugie, Kazuki Ishibashi : Integral condition for oscillation of half-linear differential equations with damping. Appl. Math. Lett.

Integral condition for oscillation of half-linear differential equations with damping. by Kazuki Ishibashi. 2018, Applied Mathematics Letters. See Full PDF

These criteria, called interval criteria in theory of ODE's, allow to eliminate. “bad parts” of the potential function c(x) from our considerations. Some of the ...

By using the integral operator, we establish some oscillation criteria for the damped half-linear PDE ∑ i , j = 1 N D i ( a i j ( x ) ‖ D y ‖ α − 1 D j y ) ...

By using the integral operator, we establish some oscillation criteria for the damped half-linear PDE ∑i,j=1NDi(aij(x)‖Dy‖α−1Djy)+〈b(x) ...