Summary
Kumar Shukla is a PhD student in mathematics at Western University specializing in algebraic topology, particularly group actions on manifolds and equivariant cohomology. He holds an integrated M.Sc. in Mathematics and Computer Science from NISER, where his master’s thesis applied Poincaré duality to problems in enumerative geometry. Over nine years he has built a research-focused resume with internships and fellowships at premier Indian institutions including IISc, TIFR, HRI, IISER, and ISI, tackling topics from Lie groupoids and orbifolds to lattice-based cryptography. Kumar combines deep theoretical training with computational instincts from his CS background, enabling him to approach topology problems with algorithmic and arithmetic perspectives. His trajectory shows both breadth across pure math domains and a pattern of short, intensive research projects that accelerate his expertise. Based in Ontario, he brings rigorous proof techniques and cross-disciplinary curiosity to advanced problems in geometric topology.
9 years of coding experience
Integrated M.Sc., Mathematics and Computer Science, 8.67/10, Integrated M.Sc., Mathematics and Computer Science, 8.67/10 at National Institute of Science Education and Research
Doctor of Philosophy - PhD, Mathematics, Doctor of Philosophy - PhD, Mathematics at Western University