Geometric Function Theory of Analytic Functions addresses the study of holomorphic maps in the complex plane, emphasising their geometric properties under conformal mapping. Univalent functions on the ...

Numerical methods in geometric function theory focus on the algorithmic computation of conformal mappings and related invariants for planar domains. Central to these approaches are boundary integral ...

Modern physics began with a sweeping unification: in 1687 Isaac Newton showed that the existing jumble of disparate theories describing everything from planetary motion to tides to pendulums were all ...

Arnold’s work was in an area of mathematics that concerns all the different configurations a physical system like bouncing billiard balls or orbiting planets can take. These configurations are encoded ...