Homeorhetic regulation of cellular phenotype
Study of homeorhetic regulation mechanisms in cellular phenotype dynamics.
Denoising and reconstruction of nonlinear dynamics using truncated reservoir computing
This paper presents a novel RC method for noise filtering and reconstructing unobserved nonlinear dynamics, offering a novel learning protocol associated with hyperparameter …
Omid Sedehi
Predicting multi-parametric dynamics of an externally forced oscillator using reservoir computing and minimal data
This study uses a data-driven approach to investigate how bifurcations can be learned from a few system response measurements.
Prof. Sudeshna Sinha
Prof. Sudeshna Sinha is a distinguished researcher in the field of nonlinear dynamics and complex systems at IISER Mohali, India. Our collaboration focuses coupled complex systems …
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Prof. Manish Dev Shrimali
Prof. Manish Dev Shrimali is a distinguished researcher in the field of nonlinear dynamics and complex systems at Central University of Rajasthan (CURaj), India. Our collaboration …
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1 min read
Dr. Aneta Koseska
Dr. Aneta Koseska is a distinguished researcher in the field of nonlinear dynamics, complex systems and cellular dynamics. Our collaboration focused on building a theory of …
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Information Processing with Transients
Developing a theoretical framework to explain biochemical information processing in living cells through transient dynamics - the foundation of cellular computation and real-time …
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2 min read
Asymmetry in the Basin Stability of Oscillation Death States Under Variation of Environment-Oscillator Links
We explore the effect of a common external system, which may be considered as a common environment, on the oscillation death(OD) states of a group of Stuart–Landau(SL) oscillators. …
Environment-induced symmetry breaking of the oscillation-death state
Investigation of the impact of a common external system, which we call a common environment, on the oscillator death (OD) states of a group of Stuart-Landau oscillators.
S. S. Chaurasia
Revival of oscillations via common environment
Study of revival of oscillations via common environment in networks of coupled oscillators.