Andrei Khrennikov, Bourama Toni
This edition presents opinions on a number of complicated problems through probabilistic, informational, and mathematical perspectives. It also features unique mathematical models of quantum and subquantum processes. The volume is composed of contributions by famous specialists in quantum foundations. Quantum Foundations; Probability and Information (PDF) includes applications of partial differential equations in quantum field theory; oscillatory processes; differential geometry; and vibrations; and Feynman integrals for quickly growing potential functions. This will enrich the content with multi-disciplinary mathematical content.
This volume’s goal is to encourage multidisciplinary collaboration in the areas of quantum probability, communication, information, and foundation, as well as mathematical physics. This is in response to the significant expansion that the field has experienced in recent years. In a number of papers, researchers highlight difficult and unique situations that deviate from the conventional wisdom in quantum physical research. Others devote their explanations to the fundamental issues that the conventional quantum theory has, including the mathematical formalism of the theory. The authors discuss a wide range of subjects, such as quantum and classical field theory and oscillatory processing, quantum mechanics from the viewpoint of Darwinian evolution, and biological applications of quantum theory. In total, the authors address a variety of themes.
These essays, which have been compiled into one volume, will be helpful to specialists in the subfields of quantum theory that correspond to them. This ebook can be regarded as a helpful resource by theoreticians, experimenters, mathematicians, and even philosophers working in the fields of quantum physics, quantum probability, and information theory.
Please be aware that the purchase only comes with the PDF version of the booklet titled “Quantum Foundations; Probability and Information.” There are no access codes contained within.