Noncommutative harmonic analysis and operator theory stand at the confluence of abstract algebra, functional analysis and quantum mathematics, addressing structures where the usual commutative ...

Harmonic analysis is a broad field central to understanding the representation of functions through basic waves and their associated transformations, with profound connections to Fourier analysis, ...

Abstract Harmonic Analysis and Wavelet Analysis, Mathematical Chemistry and C*-Algebras. S. Arimoto, M. Amini, N. Fukuda, J.E. LeBlanc, T. Murakami, I. Naruki, M ...

A MATHEMATICIAN from the University of the Philippines Diliman (UPD) and his Norwegian colleague have developed a new framework to understand complex mathematical operators crucial to quantum ...