Research Software

High-order numerical operators for spherical and curvilinear coordinates, enabling symmetry-reduced simulations with theoretical O(N^2) speedups and memory reductions over full 3D Cartesian discretizations.

Numerical framework for scalar self force in general relativity using Finite Volume Method.

Python-based automation pipeline that processed 100,000+ simulations on HPC systems (HTCondor), with robust job orchestration and post-processing.

An AVX-optimized Julia library for fast Tanh-Sinh quadrature. Achieved up to 62x speedup in 1D, 35,700x in 2D, and successful microsecond-scale convergence in 3D boundary-singular integrals where competing libraries failed to meet tolerance.

Improved parameter estimation for gravitational-wave models by ~10x using physics-informed priors and machine learning.

Solving the Tolman-Oppenheimer-Volkoff (TOV) equations in Julia

A package that provides functionalities to work with Functions on a Grid

Julia package to analyze data from Marginally Outermost Trapped Surfaces from Binary Black Hole Mergers

Solves the radial piece of the Zerilli equation in spherical symmetry

a 3D code playground using ParallelStencil.jl to test threading+mpi