20 citations · 25 across the 7 of their papers we have counts for
7 papers
Spiral defect chaos with intermittency increases mean termination time
Mahesh Kumar Mulimani, Wouter-Jan Rappel
Cardiac models are examples of excitable systems and can support stable spiral waves. For certain parameter values, however, these spiral waves can become unstable, resulting in sp…
Prediction of excitable wave dynamics using machine learning
Mahesh Kumar Mulimani, Sebastian Echeverria-Alar, Michael Reiss +1
Excitable systems can exhibit a variety of dynamics with different complexity, ranging from a single, stable spiral to spiral defect chaos (SDC), during which spiral waves are cont…
Spiral-wave dynamics in excitable media: Insights from dynamic mode decomposition
Mahesh Kumar Mulimani, Soling Zimik, Jaya Kumar Alageshan +1
Spiral waves are ubiquitous spatiotemporal patterns that occur in various excitable systems. In cardiac tissue, the formation of these spiral waves is associated with life-threaten…
An in silico study of electrophysiological parameters that affect the spiral-wave frequency in mathematical models for cardiac tissue
Mahesh Kumar Mulimani, Soling Zimik, Rahul Pandit
Spiral waves of excitation in cardiac tissue are associated with life-threatening cardiac arrhythmias. It is, therefore, important to study the electrophysiological factors that af…
Arrhythmogenicity of cardiac fibrosis: fractal measures and Betti numbers
Mahesh Kumar Mulimani, Brodie A. J. Lawson, Rahul Pandit
Infarction- or ischaemia-induced cardiac fibrosis can be arrythmogenic. We use mathematcal models for diffuse fibrosis (), interstitial fibrosis (), pat…
Deep-learning-assisted detection and termination of spiral- and broken-spiral waves in mathematical models for cardiac tissue
Mahesh Kumar Mulimani, Jaya Kumar Alageshan, Rahul Pandit
Unbroken and broken spiral waves, in partial-differential-equation (PDE) models for cardiac tissue, are the mathematical analogs of life-threatening cardiac arrhythmias, namely, ve…
Comparisons of wave dynamics in Hodgkin-Huxley and Markov-state formalisms for the Sodium (Na) channel in some mathematical models for human cardiac tissue
Mahesh Kumar Mulimani, Alok Ranjan Nayak, Rahul Pandit
We compare and contrast spiral- and scroll-wave dynamics in five different mathematical models for cardiac tissue. The first is the TP06 model, due to ten Tusscher and Panfilov, wh…