Functorial Quantum Field Theory in the Riemannian setting
Santosh Kandel
TL;DR
This paper constructs examples of Functorial Quantum Field Theories in the Riemannian setting by quantizing free massive bosons, providing a new approach to quantum field theory in curved spaces.
Contribution
It introduces a method to build Functorial Quantum Field Theories in Riemannian geometry through the quantization of free massive bosons, expanding the mathematical framework.
Findings
Examples of FQFT in Riemannian setting constructed
Quantization of free massive bosons demonstrated
New mathematical framework for quantum field theories in curved spaces
Abstract
We construct examples of Functorial Quantum Field Theories in the Riemannian setting by quantizing free massive bosons.
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