Exploring Quantum Foundations & Scientific Computing

Investigating fundamental physical principles through theoretical analysis and computational simulations.

I am a physics undergrad, focusing on quantum foundations, theoretical models, and computational physics.

My academic journey involves investigating fundamental physical principles through both theoretical analysis and computational simulations. I actively participate in research programs and physics colloquia to explore foundational problems in modern physics.

• Focus Areas: Quantum Foundations, Theoretical Physics, Computational Modeling, Fusion Reactors
• Methods: Mathematical Proofs, Numerical Simulations, Algorithmic Analysis

High-performance RK4 numerical simulation investigating single-particle confinement, nested multiscale periodicity (gyration, bounce, azimuthal drift), and numerical conservation of the first adiabatic invariant $\mu = \frac{m v_\perp^2}{2|B|}$.

• Core Implementation: Modular, field-agnostic 4th-order Runge-Kutta integrator engineered in C for high-throughput ODE stepping, paired with an adaptive-window running gyro-average algorithm.
• Analysis & Visualization: Post-processing pipeline in Python (Matplotlib) for 3D drift shell reconstruction and $\Delta t$ convergence sweeps across 40× step-size variations.
• Physics Insights: Distinguishes physical finite-Larmor-radius ripple from secular numerical drift, benchmarking invariant conservation against high-order truncation limits.

Applied computational tools while continuously learning and deepening my understanding through physics projects.

Languages & Typesetting

Scientific Computing & Modeling

Environment & Version Control