Signatures of Quantum Gravity In Relativistic Quantum Systems
Soham Sen

TL;DR
This thesis explores quantum gravity effects on matter systems using linearized quantum gravity, proposing detector models to identify graviton signatures and analyzing phenomenological implications like memory effects and decoherence.
Contribution
It introduces new detector models for graviton detection and investigates quantum gravity induced phenomena in relativistic quantum systems.
Findings
Hints at quantum gravity induced memory effects
Derived a quantum gravity modified uncertainty relation
Proposed a graviton detector based on BEC decoherence
Abstract
In this thesis, we have used a linearized quantum gravity setting to investigate the effects of gravitons on matter systems. Based on the graviton-matter interaction, we have then proposed detector models that may be able to pick up graviton-induced signatures in a matter of a few years. We start with the simple model of a two-particle model detector system interacting with quantized gravitational fluctuations while the detector degrees of freedom obey the generalized uncertainty principle (GUP). For the first part we have hinted at the existence of quantum gravity induced memory effect as well as obtained a quantum gravity modified uncertainty relation. For the next part of the thesis, we have mainly focused on the phenomenological aspects of a linearized quantum gravity theory. For the initial phenomenological model, we have considered the same two-particle model detector system…
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