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Chaos (Woodbury, N.Y.)|January 5, 2011
Mass synchronization: occurrence and its control with possible applications to brain dynamicsV K Chandrasekar, Jane H Sheeba, M LakshmananPhysical Review. E|September 16, 2021
Metacommunity persistence to environmental change: Stabilizing and destabilizing effects of individual species dispersalRamesh Arumugam, V K Chandrasekar, D V SenthilkumarPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|November 9, 2011
General coupled-nonlinear-oscillator model for event-related (de)synchronizationJane H Sheeba, V K Chandrasekar, M LakshmananPhysical Review. E|April 19, 2023
Abrupt symmetry-preserving transition from the chimera stateM Manoranjani, D V Senthilkumar, V K ChandrasekarEuropean Physical Journal Plus|January 23, 2023
Route to extreme events in a parametrically driven position-dependent nonlinear oscillatorB Kaviya, R Gopal, R Suresh, et al.Chaos (Woodbury, N.Y.)|July 9, 2021
Dynamics of coupled modified Rössler oscillators: The role of nonisochronicity parameterC Ramya, R Gopal, R Suresh, et al.Chaos (Woodbury, N.Y.)|January 10, 2024
Exploration of field-like torque and field-angle tunability in coupled spin-torque nano oscillators for synchronizationR Arun, R Gopal, V K Chandrasekar, et al.Physical Review. E|June 15, 2016
Different kinds of chimera death states in nonlocally coupled oscillatorsK Premalatha, V K Chandrasekar, M Senthilvelan, et al.Physical Review. E|August 31, 2016
Imperfectly synchronized states and chimera states in two interacting populations of nonlocally coupled Stuart-Landau oscillatorsK Premalatha, V K Chandrasekar, M Senthilvelan, et al.Chaos (Woodbury, N.Y.)|April 2, 2018
Stable amplitude chimera states in a network of locally coupled Stuart-Landau oscillatorsK Premalatha, V K Chandrasekar, M Senthilvelan, et al.Pageof 10