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20172025
most citedExistence and Spatio-Temporal Patterns of Periodic Solutions to Second Order Non-Autonomous Equivariant Delayed Systems

3 citations · 5 across the 10 of their papers we have counts for

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math.DS2023

Equivariant Global Hopf Bifurcation in Abstract Nonlinear Parabolic Equations

Zalman Balanov, Wieslaw Krawcewicz, Arnaja Mitra +1

In this paper we study local and global symmetric Hopf bifurcation in abstract parabolic systems by means of the twisted equivariant degree.

math.DS2020

Subharmonic Solutions In Reversible Non-Autonomous Differential Equations

Izuchukwu Eze, Carlos Garcia-Azpeitia, Wieslaw Krawcewicz +1

We study the existence of subharmonic solutions in the system , where and is an even and -periodic function in time. Under so…

math.DS2020

Periodic Solutions to Reversible Second Order Autonomous DDEs in Prescribed Symmetric Nonconvex Domains

Zalman Balanov, Norimichi Hirano, Wieslaw Krawcewicz +2

The existence and spatio-temporal patterns of -periodic solutions to second order reversible equivariant autonomous systems with commensurate delays are studied using the Brouw…

math.DS20201 cited

Periodic Solutions to Reversible Second Order Autonomous Systems with Commensurate Delays

Zalman Balanov, Fulai Chen, Jing Guo +1

Existence and spatio-temporal patterns of periodic solutions to second order reversible equivariant autonomous systems with commensurate delays are studied using the Brouwer $O(2)…

math.DS20203 cited

Existence and Spatio-Temporal Patterns of Periodic Solutions to Second Order Non-Autonomous Equivariant Delayed Systems

Zalman Balanov, Wieslaw Krawcewicz, Norimichi Hirano +1

Existence and spatio-temporal symmetric patterns of periodic solutions to second order reversible equivariant non-autonomous periodic systems with multiple delays are studied under…

math.DS2018

Solutions of Fixed Period in the Nonlinear Wave Equation on Networks

Carlos García-Azpeitia, Wieslaw Krawcewicz, Yanli Lv

The wave equation on network is defined by , where and the graph Laplacian is an operator on functions on vertices. We…