Publications by authors named "Mauparna Nandan"
Article Synopsis
- Scientists are studying how groups of similar systems (called oscillators) behave when they are connected and influenced by each other with delays.
- They found three main ways these systems can change: (1) they can stop moving (oscillation death) and then start again; (2) they can revive their movement after stopping; and (3) they can stop moving without ever going through a pause.
- By creating a simpler version of this connected system, researchers looked at how time delays affect these behaviors and found that both the simple and complex systems acted similarly.
We report a transition from a homogeneous steady state (HSS) to inhomogeneous steady states (IHSSs) in a network of globally coupled identical oscillators. We perturb a synchronized population of oscillators in the network with a few local negative or repulsive mean field links. The whole population splits into two clusters for a certain number of repulsive mean field links and a range of coupling strength.
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