Research

Published/accepted:

• Julian L. Demeio, Sam Streeter, Rosa Winter. Weak weak approximation and the Hilbert property for degree-two del Pezzo surfaces. Proceedings of the London Mathematical Society, to appear. ArXiv

• Pietro Corvaja, Julian L. Demeio, Jinbo Ren, Andrei Rapinchuk, and Umberto Zannier. Bounded Generation by semi-simple elements: quantitative results. Comptes Rendus. Mathématique, Volume 360, pp. 1249-1255. 2022. Article ArXiv

• Julian L. Demeio and Sam Streeter. Weak approximation for del Pezzo surfaces of low degree. International Mathematics Research Notices, 06 2022. Article ArXiv

• Pietro Corvaja, Julian L. Demeio, Ariyan Javanpeykar, Davide Lombardo, and Umberto Zannier. On the distribution of rational points on ramified covers of abelian varieties. Compositio Mathematica, 158(11), 2109-2155.  2022. Article ArXiv

• Julian L. Demeio, The étale Brauer-Manin obstruction to strong approximation on homogeneous spaces. Trans. Amer. Math. Soc. 375, 8581-8634, 2022. Article ArXiv

• Pietro Corvaja, Julian L. Demeio, David Masser, and Umberto Zannier. On the torsion values for sections of an elliptic scheme. J. Reine Angew. Math, 782:1--41, 2022. Article Arxiv

• Julian L. Demeio. Non-rational varieties with the Hilbert property. Int. J. Number Theory, 16(4) : 803--822, 2020. Article Arxiv

• Julian L. Demeio. Elliptic Fibrations and the Hilbert Property. International Mathematics Research Notices, 07 2019. Article ArXiv

Submitted:

• Julian L. Demeio, Ramified Descent, December 2021. ArXiv

In preparation:

• Damián Gvirtz-Chen, Julian L. Demeio, Hilbert modular surfaces with the Hilbert property.

• Julian L. Demeio, Myrto Mavraki. Torsion parameters in elliptic surfaces: quantitative equidistribution and applications.

• Julian L. Demeio: The Grunwald Problem for Solvable Groups.