Introduction to Operator Theory

Quantum is rapidly emerging as a game-changer in technology. The end of Moore's Law for exponential growth is rapidly approaching and engineers and physicist alike are looking at moving past the classical limitations of modern technology and are exploring the new opportunities that quantum behaviour creates in sensing, metrology, communications and information processing.

by Tanja Eisner (Author), Bálint Farkas (Author), Markus Haase (Author), Rainer Nagel (Author)
Treats both classical and recent results in ergodic theory from a modern analytic perspective
​Assumes no background in ergodic theory, while providing a review of basic results in functional analysis
Provides a foundation for understanding recent applications of ergodic theory to combinatorics and number theory

Introduces the fundamental theory of vertex operator algebras and its basic techniques and examples

Authors: Diagana, Toka, Ramaroson, François
Presents spectral theory in the non-Archimedean setting; useful to physicists and theoretically-oriented engineers
Details fundamental material which renders a useful reference for students and researchers
Useful for independent study or seminar use