Inge S. Helland - Böcker

This book presents a comprehensive treatment of quantum theory using theoretical variables as its foundation. The work progresses from fundamental quantum mechanical principles to sophisticated applications in quantum field theory and gravity. It provides rigorous mathematical frameworks while establishing connections between theoretical physics and practical engineering applications and includes:Presents an advanced treatment of quantum theory across two interconnected partsExamines Bell experiments, quantum probability, information theory, and connections to relativityExtends these foundations to explore quantum field theory, gravity, and noise theoryBridges the gap between theoretical physics and engineering applicationsCovers topics from Yang-Mills fields, quantum gravity to neural networks and biomedical applications of quantum electrodynamicsAddresses quantum measurement of gravitons, Hawking radiation, classical and quantum neural networks with practical examplesProvides mathematical frameworks for understanding quantum phenomena in applied contextsParticularly suitable for graduate students and researchers in physics, mathematics, and engineering disciplines seeking to understand quantum phenomena across theoretical and applied domains.This title has been co-published with Manakin Press. Taylor & Francis does not sell or distribute the print edition in India, Pakistan, Nepal, Bhutan, Sri Lanka and Bangladesh.

This book discusses a link between statistical theory and quantum theory based on the concept of epistemic processes – which can be e.g. The book describes a possible epistemic foundation of quantum theory. Hence the book can also be seen as a motivation for further research into quantum decision theory and quantum models for cognition.

This paves a new way to the foundations of quantum theory.The resulting interpretation of quantum mechanics is related to Hervé Zwirn's recent Convivial Solipsism, but it also has some relations to Quantum Bayesianism and to Rovelli's relational quantum mechanics.

This paves a new way to the foundations of quantum theory.The resulting interpretation of quantum mechanics is related to Hervé Zwirn's recent Convivial Solipsism, but it also has some relations to Quantum Bayesianism and to Rovelli's relational quantum mechanics.

Culture, in fact, also plays an important role in science which is, per se, a multitude of different cultures. The book attempts to build a bridge across three cultures: mathematical statistics, quantum theory and chemometrical methods. Of course, these three domains should not be taken as equals in any sense. But the book holds the important claim that it is possible to develop a common language which, at least to a certain extent, can create direct links and build bridges. From this point of departure, the book will be of interest to the following three types of scientists — statisticians, quantum physicists and chemometricians — and in particular, statisticians and physicists who are interested in interdisciplinary research. Written at a level that is accessible to general readers, not only the academics, the book will appeal to graduate students and mathematically educated persons of all disciplines as well as philosophers, pure and applied mathematicians, and the general public.