Arjan Singh Randhawa
Research Ready Intern @Google DeepMind
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WORK HISTORY
Research Ready Intern @Google DeepMind
Liverpool, GB
Currently researching crystal structure prediction using combinatorial optimisation, sampling, and advanced constraint-solving methods. The research I’m producing with my supervisors is designed to support the Chemistry department and researchers at the Materials Innovation Factory (MIF) in developing next-generation materials for modern technologies.Supervisors : Friedrich Slivovsky & Vladimir Gusev
EDUCATION
University of Liverpool
Bachelor's degree
Nishkam High School Birmingham Alumni
A*AC - Mathematics, Physics and Business (A-level)
Q3 Academy Great Barr
GCSE’s
ABOUT ARJAN SINGH RANDHAWA
I’m currently in my final year at the University of Liverpool, studying for a BSc in Computer Science and Mathematics. For mathematics, I’ve chosen to focus on mathematical physics, with particular interest in quantum mechanics, special relativity, and general relativity. On the computer science side, I’ve specialised in algorithmic design and optimisation, covering areas such as algorithmic game theory, linear optimisation, formal methods, and graph theory. This summer, I’m undertaking a research internship in crystal structure prediction, where I’m building a computational system to generate and classify crystal structures that satisfy a range of linear constraints from physical chemistry, sphere packing, and solid-state physics. Alongside this, I’m independently studying the mathematical foundations of quantum field theory, currently working through “What Is a Quantum Field Theory?” by Michel Talagrand. In parallel, I’m also developing C++ tools for solving problems in differential geometry, as part of a broader effort to strengthen my understanding of the geometric ideas that underpin modern theoretical physics. Ultimately, I want to enter the field of mathematical physics through the lens of geometry, with particular interests in algebraic geometry, differential geometry, and Riemannian geometry, and how they apply to areas such as twistor theory, gravitational waves, and general relativity.
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