We study the existence of periodic solutions for the one-dimensional prescribed mean curvature delay equation (d/dt)(x'(t)/1+x't2) +∑i=1naitgxt-τit=pt. By using Mawhin's continuation theorem, a new result is obtained. Furthermore, the nonexistence of periodic solution for the equation is investigated as well
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
By the critical point theory, infinitely many 4σ-periodic solutions are obtained for the system of d...
In this article, we study periodic solutions of a class of delay differential equations. By restric...
AbstractThis paper is concerned with periodic solutions to one-parameter families of planar differen...
AbstractIn this paper we develop Kaplan–Yorke's method and consider the existence of periodic soluti...
The existence of multiple periodic solutions of the following differential delay equation ()=−((−)) ...
This paper considers the existence of periodic solutions for a class of non-autonomous differential...
We study nonlinear autonomous real-valued differential delay equations with several fixed delays x'(...
Não disponívelThe existence of periodic solutions of the one-parametric family of planar differentia...
AbstractBy the critical point theory, we study the existence and multiplicity of periodic solutions ...
AbstractThis paper is concerned with the periodic boundary value problem(1){u′(t)=−Λu(t+r)−f(t,u(t−r...
AbstractThe equationx″(t)+ω2x(t)=bx([t−1]), where [·] designates the greatest integer function, can ...
AbstractThis work deals with the existence of positive ω-periodic solutions for the delay differenti...
AbstractIn this paper, we develop Kaplan–Yorke's method and consider the existence of periodic solut...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
By the critical point theory, infinitely many 4σ-periodic solutions are obtained for the system of d...
In this article, we study periodic solutions of a class of delay differential equations. By restric...
AbstractThis paper is concerned with periodic solutions to one-parameter families of planar differen...
AbstractIn this paper we develop Kaplan–Yorke's method and consider the existence of periodic soluti...
The existence of multiple periodic solutions of the following differential delay equation ()=−((−)) ...
This paper considers the existence of periodic solutions for a class of non-autonomous differential...
We study nonlinear autonomous real-valued differential delay equations with several fixed delays x'(...
Não disponívelThe existence of periodic solutions of the one-parametric family of planar differentia...
AbstractBy the critical point theory, we study the existence and multiplicity of periodic solutions ...
AbstractThis paper is concerned with the periodic boundary value problem(1){u′(t)=−Λu(t+r)−f(t,u(t−r...
AbstractThe equationx″(t)+ω2x(t)=bx([t−1]), where [·] designates the greatest integer function, can ...
AbstractThis work deals with the existence of positive ω-periodic solutions for the delay differenti...
AbstractIn this paper, we develop Kaplan–Yorke's method and consider the existence of periodic solut...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
By the critical point theory, infinitely many 4σ-periodic solutions are obtained for the system of d...
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