Topics of Interests

N/A

Particle Physics

As the study of the fundamental particles and interactions in the Universe, particle physics explores the behaviour of matter at the microscopic and fundamental levels in different energies/temperatures and densities. Experiments through the use of colliders allows us to probes the structures and interactions between the particles, with energies reaching levels similar in astronomical bodies and the early Universe. Theoretical models are constructured through symmetries and empirical finding, as current research explores specific systems and unexplained phenomenas.

My current reseach and interest topic is modeling thermodynamic behaviours of Quantum Chromodynamics

\( \mathcal{L}_{\text{QCD}} = \overline{\psi}_j \big( i ( \gamma^{\mu} D_{\mu} )_{jk} - m \delta_{jk} \big) \psi_k - \dfrac{1}{4} G^{a}_{\mu\nu} G^{a\mu\nu} \)

Theoretical/Mathematical Physics

To construct properties in physics that is well-defined and logically consistent, we require the use of mathematics in our models. As advancements in physics motivates the construction of new mathematics, such mathematics provides insight to principal properties that structures, reimagines, and inovates new physics. The mathematics that models physics are further studied, sometimes beyond the manner of physics, to explore crutial results and can provide a rigourous framework of physics.

Information Theory

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\( \mathcal{L}_{\text{QCD}} = \overline{\psi}_j \big( i ( \gamma^{\mu} D_{\mu} )_{jk} - m \delta_{jk} \big) \psi_k - \dfrac{1}{4} G^{a}_{\mu\nu} G^{a\mu\nu} \)

Functional Analysis

Lorem ipsum dolor sit accumsan interdum nisi, quis tincidunt felis sagittis eget. tempus euismod. Vestibulum ante ipsum primis in faucibus vestibulum. Blandit adipiscing eu felis iaculis volutpat ac adipiscing accumsan eu faucibus. Integer ac pellentesque praesent tincidunt felis sagittis eget. tempus euismod. Vestibulum ante ipsum primis sagittis eget. tempus euismod. Vestibulum ante ipsum primis in faucibus vestibulum. Blandit adipiscing eu felis iaculis volutpat ac adipiscing accumsan eu faucibus. Integer ac pellentesque praesent.

\( \mathcal{L}_{\text{QCD}} = \overline{\psi}_j \big( i ( \gamma^{\mu} D_{\mu} )_{jk} - m \delta_{jk} \big) \psi_k - \dfrac{1}{4} G^{a}_{\mu\nu} G^{a\mu\nu} \)