This book discusses quantum theory as the theory of random (Brownian) motion of small particles (electrons etc.) under external forces. Implying that the Schrödinger equation is a complex-valued evolution equation and the Schrödinger function is a complex-valued evolution function, important applications are given.
Readers will learn about new mathematical methods (theory of stochastic processes) in solving problems of quantum phenomena. Readers will also learn how to handle stochastic processes in analyzing physical phenomena.
Chapter 1: Mechanics of Random Motion.- Chapter 2: Applications.- Chapter 3: Momentum, Kinetic Energy, Locality.- Chapter 4: Markov Processes.- Chapter 5: Applications of Relative Entropy.- Chapter 6: Extinction and Creation.
"The book is written with detailed calculations and lots of examples. It is definitely thought provoking and may be of interest to specialists in quantum theory, especially in its foundations." (Vassili N. Kolokol'tsov, Mathematical Reviews, March, 2023)
Inhaltsverzeichnis
Chapter 1: Mechanics of Random Motion.- Chapter 2: Applications.- Chapter 3: Momentum, Kinetic Energy, Locality.- Chapter 4: Markov Processes.- Chapter 5: Applications of Relative Entropy.- Chapter 6: Extinction and Creation.
Klappentext
This book discusses quantum theory as the theory of random (Brownian) motion of small particles (electrons etc.) under external forces. Implying that the Schrödinger equation is a complex-valued evolution equation and the Schrödinger function is a complex-valued evolution function, important applications are given.
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Readers will learn about new mathematical methods (theory of stochastic processes) in solving problems of quantum phenomena. Readers will also learn how to handle stochastic processes in analyzing physical phenomena.
Presents a definition of quantum theory
Includes relevant applications
Suggests techniques for handling stochastic processes
