This thesis studies a modified oscillator quantization of the bosonic string, in which the time like sector is quantized with the opposite choice of creation and annihilation operators. The aim is to analyze the resulting Fock space, prove positivity of the kinematical inner product, and study the modified Virasoro algebra. In particular, the construction leads to an effective matter central charge c=D-2, giving c=24 in D=26.

This thesis studies a modified oscillator quantization of the bosonic string, in which the time like sector is quantized with the opposite choice of creation and annihilation operators. The aim is to analyze the resulting Fock space, prove positivity of the kinematical inner product, and study the modified Virasoro algebra. In particular, the construction leads to an effective matter central charge c=D-2, giving c=24 in D=26.

A Modified Fock Space Quantization of the Bosonic String

TACCANI, FABIO
2025/2026

Abstract

This thesis studies a modified oscillator quantization of the bosonic string, in which the time like sector is quantized with the opposite choice of creation and annihilation operators. The aim is to analyze the resulting Fock space, prove positivity of the kinematical inner product, and study the modified Virasoro algebra. In particular, the construction leads to an effective matter central charge c=D-2, giving c=24 in D=26.
2025
A Modified Fock Space Quantization of the Bosonic String
This thesis studies a modified oscillator quantization of the bosonic string, in which the time like sector is quantized with the opposite choice of creation and annihilation operators. The aim is to analyze the resulting Fock space, prove positivity of the kinematical inner product, and study the modified Virasoro algebra. In particular, the construction leads to an effective matter central charge c=D-2, giving c=24 in D=26.
String Theory
CFT
Quantization
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12608/114162