Together with Samit Dasgupta, Kakde was one of the invited speakers at the International Congress of Mathematicians 2022, where they gave a joint talk on their work on the Brumer–Stark conjecture.[14][15]
In 2022, Kakde received the Infosys Prize for his contributions to algebraic number theory.[16] In his congratulatory message, Jury Chair Chandrashekhar Khare noted that "[Kakde’s] work on the main conjecture of non-commutative Iwasawa theory, on the Gross-Stark conjecture and on the Brumer-Stark conjecture has had a big impact on the field of algebraic number theory. His work makes important progress towards a p-adic analytic analog of Hilbert’s 12th problem on construction of abelian extensions of number fields."[16]
^Johnston, Henri; Nickel, Andreas (30 November 2021). "An unconditional proof of the abelian equivariant Iwasawa main conjecture and applications". arXiv:2010.03186 [math.NT]. In the present article, we prove the EIMC (with uniqueness) in important cases without assuming any hypothesis. The proof relies on the classical (non-equivariant) Iwasawa main conjecture proven by Wiles [Wil90] and the recent groundbreaking work of Dasgupta and Kakde [DK20] on the strong Brumer–Stark conjecture.