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jkquigley/README.md

Hi, I’m Keane Quigley.

I'm originally from South Africa and have a degree in Mathematics (BSc Hons) from the University of Edinburgh, Scotland. Currently, I'm studying towards a Master's Degree in Mathematical Sciences at the University of Oxford, England!

I enjoy finding unique and interesting ways to apply the concepts I learn in my degree. This is why I was a dedicated senior member and subteam lead at Edinburgh University Formula Student where I helped develop an autonomous racecar! The team competes annually in Formula Student UK at Silverstone Race Circuit and has won the FSUK-AI category six years running. Since starting my course in Oxford, I have joined Oxford University Racing and hope to build up a team for the autonomous competition here.

Most of my programming experience is in C++, Python, C# and MATLAB/Simulink. This includes libraries and tools such as OpenCV, Robot Operating System, NumPy, SymPy and SciPy. Additionally, I have had the opportunity to play around with Velodyne and Ouster LiDARs, LeddarTech LiDARs, Stereolabs ZED cameras, and Speedgoat Real-Time Tagret Machines. In my spare time, I enjoy tinkering with Raspberry Pis and Arduinos.

My intersets in mathematics lie mostly within computational mathematics and numerical analysis. I spent much of my final year at Edinburgh working on a group project titled Numerical Methods for Solving the Advection Equation. The source code can be found here. Currently, I am working on my master's dissertation titled Multilevel Radial Basis Function Approximation of PDEs. The work-in-progress can be found here. Alongside these projects, I have taken/am taking courses in numerical linear algebra, numerical ordinary and partial differential equations, optimisation, and machine learning. On the other hand, I have enjoyed pure mathematics courses in differential equations, functional analysis, differential geomerty, complex analysis, and number theory.

If you would like to get in contact please email me.

Pinned

  1. numerate numerate Public

    NUMERical methods for solving the AdvecTion Equation (NUMERATE)

    Python

  2. orbit orbit Public

    Planetry orbit simulation

    C++

  3. Natural-Gradient-PINNs-ICML23 Natural-Gradient-PINNs-ICML23 Public

    Forked from MariusZeinhofer/Natural-Gradient-PINNs-ICML23

    This is the repository for the code used in the ICML23 paper called "Achieving High Accuracy with PINNs via Energy Natural Gradient Descent"

    Jupyter Notebook

  4. radiant radiant Public

    Multilevel Radial Basis Function Approximation of PDEs

    Jupyter Notebook