Hisham Sati Mathematical Foundations of Quantum Field Theory and Perturb (Relié)

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Titre: Mathematical Foundations of Quantum Field Theory and Perturbative String Theory
Condition: Neuf
Auteur: Hisham Sati
Contributeur: Hisham Sati (Edited by), Urs Schrelber (Edited by)
Format: Relié
EAN: 9780821851951
ISBN: 9780821851951
Publisher: American Mathematical Society
Genre: Science Nature & Math
Date de publication: 2012-01-30
Description: Conceptual progress in fundamental theoretical physics is linked with the search for the suitable mathematical structures that model the physical systems. Quantum field theory (QFT) has proven to be a rich source of ideas for mathematics for a long time. However, fundamental questions such as ``What is a QFT?'' did not have satisfactory mathematical answers, especially on spaces with arbitrary topology, fundamental for the formulation of perturbative string theory. This book contains a collection of papers highlighting the mathematical foundations of QFT and its relevance to perturbative string theory as well as the deep techniques that have been emerging in the last few years. The papers are organised under three main chapters: Foundations for Quantum Field Theory, Quantisation of Field Theories, and Two-Dimensional Quantum Field Theories. An introduction, written by the editors, provides an overview of the main underlying themes that bind together the papers in the volume.
Sujet: Anglais
Pays/Région de fabrication: US
Poids: 803g
Série: Proceedings of Symposia in Pure Mathematics
Année de publication: 2012

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  • Condition: Neuf
  • Title: Mathematical Foundations of Quantum Field Theory and Perturbative
  • Titre: Mathematical Foundations of Quantum Field Theory and Perturbative
  • Auteur: Hisham Sati
  • Contributeur: Urs Schrelber (Edited by)
  • Format: Relié
  • EAN: 9780821851951
  • ISBN: 9780821851951
  • Publisher: American Mathematical Society
  • Genre: Science Nature & Math
  • Date de publication: 2012-01-30
  • Année de publication: 2012
  • Sujet: Anglais
  • Pays/Région de fabrication: US
  • Poids: 803g
  • Série: Proceedings of Symposia in Pure Mathematics

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