OSCILLATION RESULTS OF THIRD ORDER HALF LINEAR NEUTRAL DIFFERENTIAL EQUATIONS

Abstract

Oscillatory properties of a class of third order half linear neutral differential equations are studied.By using generalized Riccati transformation,Hardy-Littlewood-Polya inequalities and analysis technique,some new sufficient criteria are obtained,which insure that any solution of this equation oscillates or converges to zero.The obtained results generalize and improve some known results in the latest literature.