activity
20162026
most citedNumerical verification of the Cohen-Lenstra-Martinet heuristics and of Greenberg's -rationality conjecture

4 citations · 11 across the 24 of their papers we have counts for

collaborators

25 papers

math.NT2026

Refined conjectures on Fitting ideals of BDP Selmer groups

Chan-Ho Kim, Aprameyo Pal, Jishnu Ray

Under mild assumptions, we prove the strong main conjecture for BDP Selmer groups of elliptic curves with good reduction in the sense of Kurihara's refined Iwasawa theory. In parti…

math.NT2026

Euler systems and the symmetric square of a Hida family

Debanjana Kundu, Jishnu Ray, Stefano Vigni

Let be a prime number. We build a non-trivial Euler system for the symmetric square of a -adic Hida family of modular forms interpolating the Euler system constructed b…

math.NT2026

Iwasawa invariants of Bertolini--Darmon theta elements

Abhishek, Jishnu Ray, Pronay Kumar Karmakar

In this article we study the Iwasawa invariants of Bertolini--Darmon theta elements in the anticyclotomic -extension of an imaginary quadratic field for weight tw…

math.NT2026

Explicit isomorphisms for a Herr-type complex over a metabelian extension

Anand Chitrao, Aditya Karnataki, Jishnu Ray

Let be a Banach algebra over whose residue fields are finite extensions of . Given an arithmetic family of Galois representations, i.e., a fini…

math.NT2025

On anticyclotomic Selmer groups of elliptic curves

Matteo Longo, Jishnu Ray, Stefano Vigni

Let be a prime number and let be an imaginary quadratic field where is unramified. Under mild technical assumptions, in this paper we prove the non-existence of no…

math.NT2024

Characteristic ideal of the fine Selmer group and results on -invariance under isogeny in the function field case

Sohan Ghosh, Jishnu Ray

Consider a function field with characteristic . We investigate the -module structure of the Mordell-Weil group of an abelian variety over -extensions of $…