Add to ORKGWe describe a method for proving the existence of periodic solutions to n-dimensional systems of the form z'(t) - Az(t) - Bz(t - tau) = F[z(t)]. The proposed method is based on the harmonic balance method and the theory of reproducing kernels
AbstractWe describe a numerical method with guaranteed accuracy to enclose a periodic solution for a...
The existence of multiple periodic solutions of the following differential delay equation ()=−((−)) ...
In this paper, the existence of periodic solutions of a delayed competitive system with the effect o...
We describe a method for proving the existence of periodic solutions to n-dimensional systems of the...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
1991 Mathematics Subject Classification. 34,58.In this paper, using the theory of existence of perio...
We prove the existence of an asymptotically stable periodic solution of a system of delay differenti...
In this paper some sufficient conditions are obtained to guarantee the existence of nontrivial 4T + ...
International audienceThis article presents an extension of the Asymptotic Numerical Method combined...
In this article, we study periodic solutions of a class of delay differential equations. By restric...
AbstractIn this paper we develop Kaplan–Yorke's method and consider the existence of periodic soluti...
AbstractA nonautonomous n-species Lotka–Volterra system with neutral delays is investigated. A set o...
By the critical point theory, infinitely many 4 sigma-periodic solutions are obtained for the system...
Based on the fixed-point index theory for a Banach space, positive periodic solutions are found for ...
In the paper, a periodic boundary value problem for a system of linear differential equations with a...
AbstractWe describe a numerical method with guaranteed accuracy to enclose a periodic solution for a...
The existence of multiple periodic solutions of the following differential delay equation ()=−((−)) ...
In this paper, the existence of periodic solutions of a delayed competitive system with the effect o...
We describe a method for proving the existence of periodic solutions to n-dimensional systems of the...
In this paper we develop a general computer-assisted proof method for periodic solutions to delay di...
1991 Mathematics Subject Classification. 34,58.In this paper, using the theory of existence of perio...
We prove the existence of an asymptotically stable periodic solution of a system of delay differenti...
In this paper some sufficient conditions are obtained to guarantee the existence of nontrivial 4T + ...
International audienceThis article presents an extension of the Asymptotic Numerical Method combined...
In this article, we study periodic solutions of a class of delay differential equations. By restric...
AbstractIn this paper we develop Kaplan–Yorke's method and consider the existence of periodic soluti...
AbstractA nonautonomous n-species Lotka–Volterra system with neutral delays is investigated. A set o...
By the critical point theory, infinitely many 4 sigma-periodic solutions are obtained for the system...
Based on the fixed-point index theory for a Banach space, positive periodic solutions are found for ...
In the paper, a periodic boundary value problem for a system of linear differential equations with a...
AbstractWe describe a numerical method with guaranteed accuracy to enclose a periodic solution for a...
The existence of multiple periodic solutions of the following differential delay equation ()=−((−)) ...
In this paper, the existence of periodic solutions of a delayed competitive system with the effect o...