Publications

  1. A. Alahmadi, F. Luca, On a result of Fujita and Le, Acta Sci. Math. (Szeged) 88 (2022), 577–580.
  2. A. Alahmadi, F. Luca, On the multiplicative independence of the roots of generalized Fibonacci and Pell polynomials, Int. J. Number Theory 18 (2022), 1887–1894.
  3. P. Autissier, M. Hindry, F. Pazuki Regulators of elliptic curves, IMRN, 2021, 976-4993.
  4. H. Bambury, F. Campagna, F. Pazuki, Ordinary isogeny graphs over Fp: the inverse volcano problem, Ann. Sc. Norm. Super. Pisa Cl. Sci. (5), à paraître; arXiv:2210.01086 (2022).
  5. A. Basso, F. Pazuki, On the supersingular GPST attack, J. Math. Crypto. 16 (2022), 14-19.
  6. Yu. Bilu, The Chevalley-Bass Theorem, Essays in Analytic Number Theory In Honor of Helmut Maier’s 70th Birthday, à paraître; arXiv:2305.05041 (2023).
  7. Yu. Bilu, J. I. Burgos Gil, M. Sombra, La casa de los números pequeños, La Gaceta de la RSME 25 (2022), 557–575.
  8. Yu. Bilu, S. Gun, H. Hong, Uniform explicit Stewart's theorem on prime factors of linear recurrences, Acta Arith. 206 (2022), 223-243.
  9. Yu. Bilu, S. Gun, S. L. Naik, On non-Archimedean analogue of Atkin-Serre Question, Math. Ann. 389 (2024), 1323–1350.
  10. Yu. Bilu, S. Gun, E. Tron, Effective multiplicative independence of 3 singular moduli, Algebra Number Th., à paraître; arXiv:2207.05183 (2024).
  11. Yu. Bilu, H. Hong, F. Luca, Big prime factors in orders of elliptic curves over finite fields, Publ. Math. Debrecen 102 (2023), 459-474.
  12. Yu. Bilu, F. Luca, J. Nieuwveld, J. Ouaknine, D. Purser, J. Worrell, Skolem Meets Schanuel, 47th International Symposium on Mathematical Foundations of Computer Science, paper No. 20, 15 pp., LIPIcs. Leibniz Int. Proc. Inform., 241, Schloss Dagstuhl. Leibniz-Zent. Inform., Wadern, 2022.
  13. Yu. Bilu, F. Luca, J. Nieuwveld, J. Ouaknine, J. Worrell, On the p-adic zeros of the Tribonacci sequence, Math. Comp. 93 (2024), 1333–1353.
  14. Yu. Bilu, F. Luca, J. Nieuwveld, J. Ouaknine, J. Worrell, Twisted rational zeros of linear recurrence sequences, J. Lond. Math. Soc. (2) 111 (2025), Paper No. e70126, 29 pp. (2024).
  15. Yu. Bilu, F. Luca, A. Pizarro-Madariaga, Trinomials, singular moduli and Riffaut's conjecture, Ann. Sc. Norm. Super. Pisa - Cl. Sci. (5) XXIII (2022), 2003-2048.
  16. F. Breuer, D. Gijón Gómez, F. Pazuki, Explicit bounds on the coefficients of modular polynomials and the size of X0(N), Proc. Lond. Math. Soc. (3) 130 (2025), Paper No. e70020, 25 pp.
  17. F. Breuer, F. Pazuki, Explicit bounds on the coefficients of modular polynomials for the elliptic J-invariant, Proc. Amer. Math. Soc. Ser. B 11 (2024), 277–286.
  18. F. Breuer, F. Pazuki, M. H. Razafinjatovo, Heights and isogenies of Drinfeld modules, Acta Arith 197 (2021), 111-128.
  19. F. Campagna, Effective bounds on differences of singular moduli that are S-units, Math. Proc. Camb. Philos. Soc., 174 (2023), 415-450.
  20. F. Campagna, G. Dill, Algebraic relations over finite fields that preserve the endomorphism rings of CM j-invariants, Acta Arith. 218 (2025), 215–229.
  21. F. Campagna, G. Dill, Around the support problem for Hilbert Class Polynomials, Comment. Math. Helv. 100 (2025), 421–462.
  22. F. Campagna, R. Pengo, How big is the image of the Galois representations attached to CM elliptic curves?, Contemp. Math. 779 (2022), 41-56.
  23. F. Campagna, P. Stevenhagen, Cyclic reduction densities for elliptic curves, Res. Number Theory, 61 (2023), paper 61, 21 pp.
  24. J. Caro, F. Pazuki, R. Pengo, On diophantine properties for values of Dedekind zeta functions, Math. Annalen, à paraître.
  25. J.-M. Couveignes, P. Parent, De l'énumération de vecteurs à la théorie d'Arakelov, Gaz. Math. 176 (2023), 85.
  26. B. Edixhoven, P. Parent, Semistable reduction of modular curves associated with maximal subgroups in prime level, Doc. Math. 26 (2021), 231-269.
  27. B. Edixhoven, P. Parent, Regular models of modular curves in prime level over Zpur, Doc. Math. 29 (2024), 1017–1058.
  28. L. Frey, S. Le Fourn, E. Lorenzo-Garcia, Explicit height estimates for CM curves of genus 2, Trans. London Math. Soc. 12 (2025), Paper No. e70013, 27 pp.
  29. C. A. Gómez, J. C. Gómez, F. Luca, On the exponential Diophantine equation Fn+1x−Fnx=Fmy, Taiwanese J. Math. 26 (2022), 685–712.
  30. R. Griffon, F. Pazuki Isogenies of elliptic curves over function fields, IMRN, 2022, 14697-14740.
  31. A. Grebennikov, A. Sagdeev, A. Semchankau, A. Vasilevskii, On the sequence n! mod p, Rev. Mat. Iberoamericana 40 (2024), 637–648.
  32. K. Győry, S. Le Fourn, Improved bounds for some S-unit equations, Acta Arith. 214 (2024), 311–326.
  33. P. Molin, P. Rabarison, F. Pazuki, Exponentielle tronquée et autres contes galoisiens, Publ. Math. Besançon, Presses Universitaires de Franche-Comté, Besançon, 2024, 105–117.
  34. P. Parent, Make Chabauty geometric again!, Gaz. Math. 176 (2023), 86.
  35. F. Pazuki Bornes sur le nombre de points rationnels des courbes - en quête d'uniformité, Contemp. Math. 770 (2021), 253-266.
  36. F. Pazuki The regulator dominates the rank, Contemp. Math. 779 (2022), 159-165.
  37. F. Pazuki, R. Pengo, On the Northcott property for special values of L-functions, Rev. Mat. Iberoam. 40 (2024), 1-42.
  38. F. Pazuki, N. Technau, M. Widmer, Northcott numbers for the house and the Weil height, Bull. London Math. Soc. 2022, 54 (2022), 1873-1897.
  39. F. Pazuki, M. Widmer, Bertini and Northcott, Res. Number Theory 7 (2021), Paper No. 12, 18 pp.

Prépublications

  1. B. Anglès, C. Armana, V. Bosser, F. Pazuki, Drinfeld singular moduli, hyperbolas, units; arXiv:2404.01075 (2024).
  2. Yu. Bilu, Skolem Problem for Linear Recurrence Sequences with 4 Dominant Roots (after Mignotte, Shorey, Tijdeman, Vereshchagin and Bacik); arXiv:2501.16290 (2025).
  3. F. Breuer, F. Pazuki, Partitions and Hecke images; arXiv:2509.21603 (2025).
  4. F. Breuer, F. Pazuki, Z. Ran Heights of Drinfeld modular polynomials and Hecke images; arXiv:2410.11132 (2024).
  5. F. Campagna, P. Goodman Semistable abelian varieties over Q with bad reduction at 19 only; arXiv:2510.12625 (2025).
  6. R. Griffon, S. Le Fourn, F. Pazuki, Variation of height in an isogeny class over a function field; arXiv:2503.14318 (2025).
  7. S. Le Fourn, D. Lombardo, D. Zywina, Torsion bounds for a fixed abelian variety and varying number field, soumis; arXiv:2208.02345 (2023).