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Academic research papers from my undergraduate physics studies and independent work, including a Bachelor’s thesis on the Kitaev honeycomb model, a study on fermionic parity dynamics, and a technical paper on noise-aware exposure and gain control.

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Research Papers Portfolio

Overview

This repository contains academic research papers developed during my undergraduate studies in physics and through independent research conducted in my own time. The works collected here reflect a combination of theoretical analysis, computational modeling, and applied algorithm development.

Contents

The repository includes the following manuscripts:

  • Bachelor’s Thesis: Honeycomb Kitaev Model – Anyons in an Exactly Solved Model and Beyond: A comprehensive theoretical study of the Kitaev honeycomb model, flux sectors, Majorana fermions, complex bond and matter fermions, and topological phase transitions, developed as part of my undergraduate degree in physics.

  • Research Paper: Dynamic Evolution of Fermionic Parity in the Kitaev Honeycomb Model: A theoretical–computational investigation of how local gauge variations affect global fermionic parity, based on large-scale lattice simulations and Pfaffian calculations.

  • Technical Paper: Dynamic Exposure and Gain Control in a Dynamic Environment: A noise-aware algorithm for real-time exposure and gain control in imaging systems, combining image-gradient analysis, entropy measures, and temporal smoothing.

Purpose

This repository serves as a consolidated research portfolio for graduate-level (MSc) applications and academic evaluation. All documents are provided as completed manuscripts or technical reports and represent original work completed during my undergraduate studies and independent research time.


Author: Demetris Demetriades

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Academic research papers from my undergraduate physics studies and independent work, including a Bachelor’s thesis on the Kitaev honeycomb model, a study on fermionic parity dynamics, and a technical paper on noise-aware exposure and gain control.

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