Explicit Chabauty–Kim for the split Cartan modular curve of level 13 J Balakrishnan, N Dogra, JS Müller, J Tuitman, J Vonk
Annals of mathematics 189 (3), 885-944, 2019
132 2019 Quadratic Chabauty and rational points, I: -adic heights JS Balakrishnan, N Dogra
82 2018 Quadratic Chabauty and rational points II: Generalised height functions on Selmer varieties JS Balakrishnan, N Dogra
International Mathematics Research Notices 2021 (15), 11923-12008, 2021
53 2021 Quadratic Chabauty for modular curves: algorithms and examples JS Balakrishnan, N Dogra, JS Müller, J Tuitman, J Vonk
Compositio Mathematica 159 (6), 1111-1152, 2023
35 2023 The local theory of unipotent Kummer maps and refined Selmer schemes LA Betts, N Dogra
arXiv preprint arXiv:1909.05734, 2019
31 * 2019 An effective Chabauty–Kim theorem JS Balakrishnan, N Dogra
Compositio Mathematica 155 (6), 1057-1075, 2019
26 2019 Unlikely intersections and the Chabauty–Kim method over number fields N Dogra
Mathematische Annalen, 1-62, 2023
19 2023 Quadratic Chabauty for modular curves and modular forms of rank one N Dogra, S Le Fourn
Mathematische Annalen 380, 393-448, 2021
12 2021 SageMath code JS Balakrishnan, N Dogra
5 2022 Quadratic Chabauty for modular curves: Algorithms and examples, 2021 JS Balakrishnan, N Dogra, JS Müller, J Tuitman, J Vonk
Preprint, 0
4 p-adic integrals and linearly dependent points on families of curves I N Dogra
arXiv preprint arXiv:2206.04304, 2022
1 2022 The Chabauty--Coleman method and p-adic linear forms in logarithms N Dogra
arXiv preprint arXiv:2008.09560, 2020
1 2020 Topics in the theory of Selmer varieties N Dogra
University of Oxford, 2015
1 2015 The Zilber--Pink conjecture for products of curves with highly degenerate reduction N Dogra
arXiv preprint arXiv:2403.05481, 2024
2024 2-descent for Bloch--Kato Selmer groups and rational points on hyperelliptic curves I N Dogra
arXiv preprint arXiv:2312.04996, 2023
2023 QUADRATIC CHABAUTY AND K1 OF SELF-PRODUCTS OF CURVES N DOGRA