![]() ![]() He received a degree in Mathematics from the University of Pavia (1987) and a PhD in Mathematics from the Courant Institute of Mathematical Sciences, NYU, USA (1992). Pavarino is a professor of Numerical Analysis at the Department of Mathematics of Università degli studi di Pavia. We will also review current applications to a novel cell-by-cell cardiac model which are part of the EuroHPC project Microcard. The resulting scalable solvers can be applied to the study of both physiological excitation-contraction cardiac dynamics and re-entrant waves. ![]() ![]() Scalability is achieved by a Multilevel Additive Schwarz preconditioner for the bioelectrical model and a BDDC-Newton-Krylov solver for the mechanical model. After a brief introduction to the field of Computational Cardiology and cardiac reentry, we introduce and study some scalable domain decomposition preconditioners for cardiac reaction-diffusion models, discretized with splitting semi-implicit techniques in time and isoparametric finite elements in space. ![]()
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