The quantisation of string theories on curved backgrounds is a notoriously difficult task. One approach that is proving very powerful when string non-linear sigma model is integrable is to bootstrap a factorised S matrix on the two-dimensional string worldsheet. The symmetry-based bootstrap approach must however be checked by perturbative computations. This thesis will perturbatively verify the factorisation of the three-particle into three-particle scattering processes into a sequence of two-into-two processes. Prerequisites for the thesis are a working knowledge of quantum field theory.

The quantisation of string theories on curved backgrounds is a notoriously difficult task. One approach that is proving very powerful when string non-linear sigma model is integrable is to bootstrap a factorised S matrix on the two-dimensional string worldsheet. The symmetry-based bootstrap approach must however be checked by perturbative computations. This thesis will perturbatively verify the factorisation of the three-particle into three-particle scattering processes into a sequence of two-into-two processes. Prerequisites for the thesis are a working knowledge of quantum field theory.

Factorisation of scattering on the string worldsheet

BAGLIONI, NICOLA
2022/2023

Abstract

The quantisation of string theories on curved backgrounds is a notoriously difficult task. One approach that is proving very powerful when string non-linear sigma model is integrable is to bootstrap a factorised S matrix on the two-dimensional string worldsheet. The symmetry-based bootstrap approach must however be checked by perturbative computations. This thesis will perturbatively verify the factorisation of the three-particle into three-particle scattering processes into a sequence of two-into-two processes. Prerequisites for the thesis are a working knowledge of quantum field theory.
2022
Factorisation of scattering on the string worldsheet
The quantisation of string theories on curved backgrounds is a notoriously difficult task. One approach that is proving very powerful when string non-linear sigma model is integrable is to bootstrap a factorised S matrix on the two-dimensional string worldsheet. The symmetry-based bootstrap approach must however be checked by perturbative computations. This thesis will perturbatively verify the factorisation of the three-particle into three-particle scattering processes into a sequence of two-into-two processes. Prerequisites for the thesis are a working knowledge of quantum field theory.
Integrability
String Theory
S-matrix
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12608/51884