Supplemental materials to a scientific paper on the computation of Quasinormal Modes in a non-commutative model for Schwarzschild black holes
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Updated
Jun 21, 2024 - MATLAB
Supplemental materials to a scientific paper on the computation of Quasinormal Modes in a non-commutative model for Schwarzschild black holes
High performance computational platform in Python for the spectral Galerkin method
Rust Scientific Libary. ODE and DAE (Runge-Kutta) solvers. Special functions (Bessel, Elliptic, Beta, Gamma, Erf). Linear algebra. Sparse solvers (MUMPS, UMFPACK). Probability distributions. Tensor calculus.
A flexible framework for solving PDEs with modern spectral methods.
Building blocks of spectral methods for Julia.
Density Functional Theory with plane waves basis, applied on a 'quantum dot'. Volumetric visualization of orbitals with VTK
3D Spectral boundary integral solver for cell-scale blood flow
📈 Common API (C++ and Python) for Fast Fourier Transform HPC libraries (publish-only mirror)
Supplemental materials to a scientific paper on the computation of Quasinormal Modes of Morris-Thorne wormholes
Polynomial bases for spectral element methods.
Systems Neuroscience Computing in Python: user-friendly analysis of large-scale electrophysiology data
Benchmarking performance of spectral methods for signal processing
This is my Code for my Year 3 Bsc Mathematics Project at Durham University. This project is focussed on using spectral methods and the quaslinearization method to solve non-linear ODEs. I developed a linear ODE solver that can use a Chebyshev / Laguerre / Even Chebsyev or Trigonometric basis.
Spectral orientation fabric model for polycrystalline materials
Radio-wave transfer matrix model for glacier ice
Solving Poisson equation using a spectral method, also introducing VTK which will probably be used for other projects
End-semester project for a course on nonlinear PDEs.
Code for paper "Searching for polarization in signed graphs: a local spectral approach" (published at WebConf 2020)
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