Published multiple papers such as 'Rank Bounds and PIT for Σ3ΠΣΠd circuits via a non-linear Edelstein-Kelly theorem' and 'Primes via Zeros: interactive proofs for testing primality of natural classes of ideals', with some works presented at top-tier conferences like FOCS and STOC.
Research Experience
Engaged in several research projects, primarily focusing on algebraic complexity and computational algebra.
Education
Was a student at IIT Kanpur from 2015 to 2020, where he received a dual B.Tech and M.Tech degree under the supervision of Nitin Saxena; currently a graduate student at the University of Waterloo, advised by Rafael Oliveira.
Background
Interested in complexity theory, particularly algebraic complexity, as well as computational algebra and number theory.
Miscellany
Helps maintain the website for the Algorithms and Complexity group at Waterloo and organizes a weekly seminar; previously co-organized the special interest group on theoretical aspects of computer science at IIT Kanpur.