Quantum computing, optics, and computational physics. Exploring the fundamental nature of reality through simulation and analysis.
Developed a unified framework to study light-matter interaction in confined quantum systems. Analyzed RWA breakdown in driven regimes. Compared Rabi Hamiltonian with Jaynes-Cummings model. Studied open quantum dynamics via Lindblad master equations. Constructed photonic qubit representations.
Developed understanding of Quantum Computing Hardware, Noise, Error Correction, and Benchmarking. Engineered QEC stabilizer parity check matrices for Toric code and Gross code. Mitigated errors via Zero Noise Extrapolation. Determined ground state energy of N2 using hybrid Sample-based Quantum Diagonalization.
Implemented a 2D axisymmetric eigenfrequency FEM model in COMSOL with PML boundaries to compute whispering-gallery modes and quantify radiative loss. Achieved Q ≈ 1.7 × 10^5 with Purcell enhancement Fp ≈ 3.9.
Synthesized layered Ni-Nb-Te single crystals using chemical vapor transport and characterized structure/transport properties. Observed bad-metallic behavior with anomalies at 275K and a resistivity minimum near 111.5K.
Studied variational quantum circuits and VQE. Analyzed quantum clustering algorithms (k-means, k-median) and designed quantum pipelines for distance estimation via amplitude and angle embedding. Evaluated trade-offs for NISQ hardware feasibility.
Presented crystallographic point groups governing anisotropy in optical, electrical, and mechanical properties. Derived IR/Raman selection rules and compared symmetry breaking in monolayer MoS2 enabling spin-valley physics.
"Everything is interesting if you go into it deeply enough."
— Richard Feynman