A completely regular topological space š‘‹ is called a š‘ƒ-space if every zero-set in š‘‹ is open. An intermediate ring is a ring š“(š‘‹) of real-valued continuous functions on š‘‹ containing all the ...
Functional data analysis is typically conducted within the L²-Hilbert space framework. There is by now a fully developed statistical toolbox allowing for the principled application of the functional ...
In recent years, physicists have been trying to better understand the behavior of individual quantum particles as they move in space. Yet directly imaging these particles with high precision has so ...
Function spaces and operator theory form a rich and interconnected subdiscipline of modern analysis, embracing a variety of spaces that measure function regularity and oscillatory behaviour alongside ...