AbstractFor the equation, N˙(t)=r(t)N(t)1+[N(t)]γ−b(t)N(t)−a(t)N(g(t)),we obtain the following results: boundedness of all positive solutions, extinction, and persistence conditions. The proofs employ recent results in the theory of linear delay equations with positive and negative coefficients
AbstractConsider the delay differential equation (DDE) with nonlinear impulsesẋ(t)+∑i=1npi(t)x(t−τi...
In this note, we show the existence of a global positive solution for a class of first-order delay d...
We give conditions under which all solutions of a time-scale first-order nonlinear vari-able-delay d...
AbstractFor the equation, N˙(t)=r(t)N(t)1+[N(t)]γ−b(t)N(t)−a(t)N(g(t)),we obtain the following resul...
Abst ract--The logistic delay equation with a linear delay harvesting term N(t) = r(t)N(t) a- ~ bk...
International audienceThis paper deals with delay-differential algebraic equations, a large class of...
We study a linear delay differential equation with a single positive and a single negative term. We ...
Consider the linear differential equation x(t)= Σi=1npi(t)x(t-ti)=0, t≥t0where p C([t0∞), R) and ti\...
This paper gives some sufficient conditions for every solution of delay differential equation $$ \mu...
summary:This contribution is devoted to the problem of asymptotic behaviour of solutions of scalar l...
Abstract. We study a linear delay differential equation with a single positive and a single negative...
We consider the question of eventual differentiability of the delay semigroups associated with the r...
AbstractWe consider the question of eventual differentiability of the delay semigroups associated wi...
For a scalar Lotka{Volterra-type delay equation _x(t) = b(t)x(t)[1¡L(xt)], where L: C ([¡r; 0];R) !...
AbstractThe scalar partial delay differential equation ut − μΔu = u(t)(1 − u(t − τ)) is investigated...
AbstractConsider the delay differential equation (DDE) with nonlinear impulsesẋ(t)+∑i=1npi(t)x(t−τi...
In this note, we show the existence of a global positive solution for a class of first-order delay d...
We give conditions under which all solutions of a time-scale first-order nonlinear vari-able-delay d...
AbstractFor the equation, N˙(t)=r(t)N(t)1+[N(t)]γ−b(t)N(t)−a(t)N(g(t)),we obtain the following resul...
Abst ract--The logistic delay equation with a linear delay harvesting term N(t) = r(t)N(t) a- ~ bk...
International audienceThis paper deals with delay-differential algebraic equations, a large class of...
We study a linear delay differential equation with a single positive and a single negative term. We ...
Consider the linear differential equation x(t)= Σi=1npi(t)x(t-ti)=0, t≥t0where p C([t0∞), R) and ti\...
This paper gives some sufficient conditions for every solution of delay differential equation $$ \mu...
summary:This contribution is devoted to the problem of asymptotic behaviour of solutions of scalar l...
Abstract. We study a linear delay differential equation with a single positive and a single negative...
We consider the question of eventual differentiability of the delay semigroups associated with the r...
AbstractWe consider the question of eventual differentiability of the delay semigroups associated wi...
For a scalar Lotka{Volterra-type delay equation _x(t) = b(t)x(t)[1¡L(xt)], where L: C ([¡r; 0];R) !...
AbstractThe scalar partial delay differential equation ut − μΔu = u(t)(1 − u(t − τ)) is investigated...
AbstractConsider the delay differential equation (DDE) with nonlinear impulsesẋ(t)+∑i=1npi(t)x(t−τi...
In this note, we show the existence of a global positive solution for a class of first-order delay d...
We give conditions under which all solutions of a time-scale first-order nonlinear vari-able-delay d...
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