The book addresses three major topics in mathematical physics: 1. recent rigorous results in potential theory with appli- cations in particle physics, 2. analyticity in quantum field theory and its applica- tions, and 3. fundamentals and applications of the inverse problem. In addition, the book contains some contributions on questions of general interest in quantum field theory such as nonperturbative solutions of quantum chromodynamics, bifurcation theory applied to chiral symmetry, as well as exactly soluable models. The volume closes with a brief review of geometric approaches to particle physics and a phenomenological discussion of Higgs interactions.
The book contains both original contributions and concise reviews of recent results related to potential theory as applied to particle physics; analyticity in quantum field theory, the inverse problem, nonperturbative approaches to quantum field theory, soluable models, Higgs interaction phenomenology, and geometric approaches in particle physics.
Sorin Ciulli
Elementarteilchen Elementarteilchenphysik Elementary particle physics Feldtheorie Inverse Probleme Inverse methods Kernphysik Mathematische Physik Particle Physics Potential mathematical physics nuclear physics particles