Education

06.2017 — Ph.D. in Mathematics
Institution: Université Paris-Sud (Orsay)
Thesis title: Points on Algebraic Curves over Function Fields, Primes in Arithmetic Progressions: Beyond Bombieri-Pila and Bombieri-Vinogradov Theorems
Advisor: H.A. Helfgott

06.2013 — M.Sc. in Mathematics
Institution: École Polytechnique (Paris)

06.2013 — M.Sc. in Mathematics
Institution: Moscow Institute of Physics and Technology

06.2011 — B.Sc. in Mathematics
Institution: Moscow Institute of Physics and Technology

Scientific interests

My research topics include integral points on algebraic curves, primes in arithmetic progressions, polynomial equations in prime variables.

Selected publications

1. F. Luca, P. Moree, R. Osburn, S.S. Eddin and A. Sedunova. Constrained ternary integers. International Journal of Number Theory 15:2, 407–431, 2019.
2. A. Sedunova. A variant of Bombieri-Vinogradov theorem with explicit constants. Publ. Math. Besançon Algèbre Théorie Nr., 2018, Presses Univ. Franche-Comté, Besançon, 2018.
3. A. Sedunova. On the Bombieri-Pila method over function fields. Acta Arithmetica 181:4, 321–331, 2017.
4. A. Sedunova. On the asymptotic formulae for some multiplicative functions in short intervals. International Journal of Number Theory 11:5, 1571–1587, 2015.
5. A. Sedunova. On the mean values of some multiplicative functions on the short interval. Matematicheskie Zametki 97:1, 115–128, 2015. Translation: Mathematical Notes 97:1–2, 111–123, 2015.

Additional Information

alisa.sedunova@phystech.edu

See my website (in English).

Teaching