|
 | Up a level |
Nayak, Alok Ranjan and Panfilov, A V and Pandit, Rahul (2017) Spiral-wave dynamics in a mathematical model of human ventricular tissue with myocytes and Purkinje fibers. In: PHYSICAL REVIEW E, 95 (2).
Zimik, Soling and Vandersickel, Nele and Nayak, Alok Ranjan and Panfilov, Alexander V and Pandit, Rahul (2015) A Comparative Study of Early Afterdepolarization-Mediated Fibrillation in Two Mathematical Models for Human Ventricular Cells. In: PLOS ONE, 10 (6).
Zimik, Soling and Nayak, Alok Ranjan and Pandit, Rahul (2015) A Computational Study of the Factors Influencing the PVC-Triggering Ability of a Cluster of Early Afterdepolarization-Capable Myocytes. In: PLOS ONE, 10 (12).
Nayak, Alok Ranjan and Pandit, Rahul (2015) Turbulent states and their transitions in mathematical models for ventricular tissue: The effects of random interstitial fibroblasts. In: PHYSICAL REVIEW E, 92 (3).
Nayak, Alok Ranjan and Shajahan, TK and Panfilov, AV and Pandit, Rahul (2013) Spiral-Wave Dynamics in a Mathematical Model of Human Ventricular Tissue with Myocytes and Fibroblasts. In: PLOS ONE, 8 (9).
Majumder, Rupamanjari and Nayak, Alok Ranjan and Pandit, Rahul (2012) Nonequilibrium arrhythmic states and transitions in a mathematical model for diffuse fibrosis in human cardiac tissue. In: Plos one, 7 (10). e45040-1.
Majumder, Rupamanjari and Nayak, Alok Ranjan and Pandit, Rahul (2011) Scroll-Wave Dynamics in Human Cardiac Tissue: Lessons from a Mathematical Model with Inhomogeneities and Fiber Architecture. In: PLos One, 6 (4).
Shajahan, TK and Nayak, Alok Ranjan and Pandit, Rahul (2009) Spiral-Wave Turbulence and Its Control in the Presence of Inhomogeneities in Four Mathematical Models of Cardiac Tissue. In: PLoS ONE, 4 (3).
