AbstractWe use the Floquet theory of the Hill's equation to prove the conjecture that all solutions of the second order forced linear differential equation y″+c(sint)y=cost, are oscillatory on [0,∞) for all c≠0
AbstractIn this paper, we present some new criteria for the oscillation of the differential equation...
AbstractThis paper presents some comparison theorems on the oscillatory behavior of solutions of sec...
AbstractIn this paper we give new oscillation criteria for forced super- and sub-linear differential...
AbstractWe use the Floquet theory of the Hill's equation to prove the conjecture that all solutions ...
AbstractInterval oscillation criteria are given for the forced second-order linear differential equa...
AbstractWe prove new results on the oscillation and nonoscillation of the Hill's equation with perio...
AbstractIn this paper, we present an oscillation criterion for second order half-linear differential...
AbstractA method is presented for the analysis of single degree of freedom non-linear oscillators ch...
AbstractBy means of a classical inequality and an averaging technique, we obtain an oscillation crit...
AbstractTwo oscillation theorems for even-order equations x(n)(t) + p(t)ƒ(x(t), x(h(t))) = 0 are est...
summary:We show that the half-linear differential equation \[ \big [r(t)\Phi (x^{\prime })\big ]^{\p...
AbstractIn this paper the long-term behavior of solutions to the equation in the title are examined,...
AbstractYan’s contribution [J. Yan, Oscillation theorems for second order linear differential equati...
AbstractNew oscillation criteria are given for a second order nonlinear functional differential equa...
AbstractAn oscillation criterion is given for the second order nonlinear differential equation y″ + ...
AbstractIn this paper, we present some new criteria for the oscillation of the differential equation...
AbstractThis paper presents some comparison theorems on the oscillatory behavior of solutions of sec...
AbstractIn this paper we give new oscillation criteria for forced super- and sub-linear differential...
AbstractWe use the Floquet theory of the Hill's equation to prove the conjecture that all solutions ...
AbstractInterval oscillation criteria are given for the forced second-order linear differential equa...
AbstractWe prove new results on the oscillation and nonoscillation of the Hill's equation with perio...
AbstractIn this paper, we present an oscillation criterion for second order half-linear differential...
AbstractA method is presented for the analysis of single degree of freedom non-linear oscillators ch...
AbstractBy means of a classical inequality and an averaging technique, we obtain an oscillation crit...
AbstractTwo oscillation theorems for even-order equations x(n)(t) + p(t)ƒ(x(t), x(h(t))) = 0 are est...
summary:We show that the half-linear differential equation \[ \big [r(t)\Phi (x^{\prime })\big ]^{\p...
AbstractIn this paper the long-term behavior of solutions to the equation in the title are examined,...
AbstractYan’s contribution [J. Yan, Oscillation theorems for second order linear differential equati...
AbstractNew oscillation criteria are given for a second order nonlinear functional differential equa...
AbstractAn oscillation criterion is given for the second order nonlinear differential equation y″ + ...
AbstractIn this paper, we present some new criteria for the oscillation of the differential equation...
AbstractThis paper presents some comparison theorems on the oscillatory behavior of solutions of sec...
AbstractIn this paper we give new oscillation criteria for forced super- and sub-linear differential...
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