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 ...

Density functional theory (DFT) is a cornerstone tool of modern physics, chemistry, and engineering used to explore the behavior of electrons. While essential in modeling systems with many electrons, ...

Maximal function theory has long been a cornerstone of harmonic analysis, providing indispensable tools for understanding pointwise behaviour of functions. Within the context of Sobolev spaces, which ...

Living organisms, ecosystems and the planet Earth are, from a physics point of view, examples of extraordinarily large and complex systems that are not in thermal equilibrium. To physically describe ...