Associate Professor, Department of Mathematics & Statistics
Specialization
Representation theory of associative algebras, Order theory, K-theory of model-theoretic structures
Research Interest
My current interests include combinatorial aspects of the representation theory of bound quivers, arithmetic of classes of linear orders, and K-theory of modules as model-theoretic structures.
Education
PhD (2011-14)-University of Manchester, UK
Master of Advanced Studies/Part-III of Mathematical Tripos (2010-11)-University of Cambridge, UK
M.Sc. (2008-10)-University of Pune
B.Sc. (2006-08)-Garware College, Pune
PhD thesis title: K-theory of theories of modules and algebraic varieties PhD thesis supervisor: Prof. Mike Prest
On the order types of hammocks for domestic string algebras (with Shantanu Sardar), J. Pure Appl. Algebra, 228(12) (2024), paper 107763.
Euclidean algorithm for a class of linear orders (with Shashwat Agrawal and Esha Gupta), Discrete Mathematics, 346(12) (2023), paper 113639.
On the stable radical of some non-domestic string algebras (with Esha Gupta and Shantanu Sardar), Algebras and Representation Theory, 25 (2022), 1207-1230.
Definable categories (with Jiři Rosický), J. Pure Appl. Algebra, 222(5)(2017), 1006-1025.