Numerical Approaches to Modelling Curved Surfaces

Explore numerical approaches to modeling curved surfaces in this comprehensive lecture by Rastko Sknepnek, delivered as part of the Graduate School on "Non-equilibrium Processes in Physics and Biology" at the Erwin Schrödinger International Institute for Mathematics and Physics (ESI). Delve into advanced mathematical and computational techniques used to simulate and analyze complex curved geometries, gaining insights into their applications in physics and biology. Over the course of 93 minutes, learn about various numerical methods, their implementation, and their significance in understanding non-equilibrium processes on curved surfaces. Enhance your understanding of this cutting-edge field and its interdisciplinary implications for graduate-level research in mathematics, physics, and biological sciences.