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Ram Ramaswamy
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Volume 70 Issue 6 June 2008 pp 955-957
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Volume 70 Issue 6 June 2008 pp 1165-1174 Synchronization
Synchronization of coupled stochastic oscillators: The effect of topology
We study sets of genetic networks having stochastic oscillatory dynamics. Depending on the coupling topology we find regimes of
phase synchronization of the dynamical variables. We consider the effect of time-delay in the interaction and show that for suitable choices of delay parameter, either in-phase or anti-phase synchronization can occur. -
Volume 77 Issue 5 November 2011 pp 765-767
Neelima Gupte Arul Lakshminarayan Ram Ramaswamy
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Volume 77 Issue 5 November 2011 pp 865-871 Synchronization, Coupled Systems and Networks
The effect of finite response–time in coupled dynamical systems
Garima Saxena Awadhesh Prasad Ram Ramaswamy
The paper investigates synchronization in unidirectionally coupled dynamical systems wherein the influence of drive on response is cumulative: coupling signals are integrated over a time interval 𝜏. A major consequence of integrative coupling is that the onset of the generalized and phase synchronization occurs at higher coupling compared to the instantaneous $(\tau = 0)$ case. The critical coupling strength at which synchronization sets in is found to increase with 𝜏. The systems explored are the chaotic Rössler and limit cycle (the Landau–Stuart model) oscillators. For coupled Rössler oscillators the region of generalized synchrony in the phase space is intercepted by an asynchronous region which corresponds to anomalous generalized synchronization.
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Volume 84 Issue 2 February 2015 pp 167-171
PNLD 2013: Conference summary and a perspective
Sudeshna Sinha Somdatta Sinha Neelima Gupta Ram Ramaswamy
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Pramana – Journal of Physics
Volume 94, 2020
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Editorial Note on Continuous Article Publication
Posted on July 25, 2019Click here for Editorial Note on CAP Mode
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