Graduate theses
Current Record: 58 of 179
|
Title |
Conformal Regge theory |
Alternative Title |
Σύμμορφη θεωρία Regge |
Author
|
Ζαραφωνίτης, Αλέξανδρος
|
Thesis advisor
|
Νιάρχος, Βασίλειος
|
Abstract |
In this bachelor thesis we are going to review a paper published by Miguel S. Costa,
Vasco Goncalves, Jo˜ao Penedone with the tittle conformal Regge theory. Firstly we
introduce some fundamental concepts of Regge theory from non-relativistic scattering in
quantum mechanics. Then we review some preliminaries of conformal field theory and
present some useful relations necessary for the following text. In addition to that, we
review a very important tool for studying conformal regge theory, which is the Mellin
amplitude. Furthermore, we are investigating the correlation of Mellin amplitudes with
operator product expansion and present a very similar approach with conformal partial
waves. With these tools we develop the conformal Regge theory for the four-point
function. The ultimate goal of conformal Regge theory is to make prediction for OPE
coefficients. In this text we are focusing on N = 4 supersymmetric Yang Mills theory
in the large N-limit when the theory is weak coupled. More specific, we predict OPE
coefficients in leading order.
|
Language |
English |
Issue date |
2022-07-22 |
Collection
|
School/Department--School of Sciences and Engineering--Department of Physics--Graduate theses
|
|
Type of Work--Graduate theses
|
Permanent Link |
https://elocus.lib.uoc.gr//dlib/d/1/e/metadata-dlib-1656657162-628179-27773.tkl
|
Views |
284 |