My interests include scientific computing, computational physics, numerical methods, quantum computation, and high-performance computing.
Computational Physics · Julia
I am developing a lattice Monte Carlo simulation based on a six-state model for ferroelectric zirconia monolayers. The project includes energy calculations, periodic boundary conditions, Metropolis sampling, and state-distribution analysis.
Computational Mathematics · Planned Research
I am exploring how computational search, group theory, and numerical techniques can be used to analyze and optimize Rubik’s Cube algorithms.
Numerical algorithms and software for complex scientific systems.
Efficient scientific software for parallel computing systems.
Simulations that connect physical models with computational methods.
Hoping to work on quantum or astrophysics simulations with computational methods, showing things we can't experimentally show.
Quantum algorithms, simulation, and computational advantage.
Simulate quantum aspects of the computer, whether that be the hardware or simulations on the computers.
Mathematical number theory and cryptography to fight against quantum computers in the future.
Protection based on the theoretical idea that quantum computers exist and can crack current RSA encryption.