Invited Talks

Asymptotic Fermat equation of signatures (r,r,p), (p,p,3) over totally real fields, Postdoc Workshop V 2025 at YMSC, Tsinghua University, September 14, 2025.
On the solutions of the generalized Fermat equation over totally real number fields at 33èmes Journées Arithmétiques, University of Luxembourg in Luxembourg, July 03, 2025 (Slides).
On the solutions of S-unit equations and their applications, BIMSA-YMSC Number Theory Lunch Seminar at Beijing International Mathematical Science Academy (BIMSA), March 20, 2025.
The modular approach to certain Diophantine equations over totally real fields, Postdoc Workshop VII 2024 at YMSC, Tsinghua University, December 14, 2024.
The modular approach to the Fermat equations of signature (p,p,p) and (p,p,2) over totally real fields" at BIMSA-YMSC Tsinghua Number Theory Seminar, YMSC, Tsinghua University, October 28, 2024 (Slides).
Fermat-type equations over totally real number fields at IIT Kanpur, September 19, 2024.
On the solutions of certain Diophantine equations over totally real fields at Rational Points on Modular Curves 2023, ICTS TIFR, September 20, 2023 (Slides).
On the solutions of x^p + y^p = 2^rz^p, x^p + y^p = z^2 over totally real fields'' in the workshop “Arithmetic Statistics in Automorphic Forms and Analytic Number Theory (ArStAFANT) at Centre Bernoulli, EPF Lausanne, Switzerland, June 5, 2023.
On the solutions x^p + y^p = 2^rz^p, x^p + y^p = z^2 over totally real fields at Dr. K.V. Rao Scientific Society, Math Research Awards 2023, May 27, 2023.
On the generation of the coefficient field of a primitive Hilbert modular form by a single Fourier coefficient at the Symposium on Algebra and Number Theory, University of Hyderabad, February 4, 2023 (Slides).
On the generation of the coefficient field of a primitive Hilbert modular form by a single Fourier coefficient at miniMAGNTS 2021, August 11, 2021.

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