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“A mathematician is a machine for turning coffee into theorems.”

Alfred Renyi

Research papers

    1. With R Ganapathy, The Center of Hecke Algebras of Types, 2022, (submitted, PDF)

    2. Eichler--Shimura congruence relations and Blasius--Rogawski's conjecture, 2021. (In progress/upon request)

    3. A tale of parahoric--Hecke algebras, Bernstein and Satake homomorphisms, 2021, (submitted, PDF)

    4. The ring of U-operators: Definitions and Integrality, 2021, (submitted, PDF)

    5. Seed Relations for Eichler--Shimura congruences and Euler systems, 2021, (submitted, PDF)

    6. General Horizontal Norm Compatible Systems on Unitary Shimura Varieties, 2021, (submitted, PDF)

    7. General Vertical Norm Compatible Systems on Unitary Shimura Varieties, 2021. (PDF)

    8. Generalized Norm-compatible Systems on Unitary Shimura Varieties, PhD Thesis, EPFL, August 2019, 334 pages. (PDF)

    9. With E Brooks and D Jetchev, Vertical Distribution Relations for Special Cycles on Unitary Shimura Varieties, International Mathematics Research Notices, Volume 2020, no 13, pp. 3902--3926, (PDF)

    10. With E Brooks and D Jetchev, Horizontal distribution relation for special cycles on unitary Shimura varieties: Split case, arXiv e-prints, 2016. (arXiv:1611.09425)1.09425)

    11. Generalization of Szemerédi--Trotter theorem, 2011.