Abelian Varieties and Number Theory

Moshe Jarden, Tel Aviv University, Ramat Aviv, Israel.Tony Shaska, Research Institute of Science and Technology, Vlore, Albania.

• B.-H. Im and M. Larsen, Abelian varieties and finitely generated Galois groupsA. Fehm and S. Petersen, Ranks of abelian varieties and the full Mordell-Lang conjecture in dimension oneJ. A. Antoniadis and A. Kontogeorgis, The group of automorphisms of the Heisenberg curveC. Creutz and J. F. Voloch, Tate-Shafarevich groups of constant elliptic curves and isogeny volcanoesY. Zarhin, Endomorphisms of ordinary superelliptic JacobiansB. Green and P. Roquette, An introduction to Deuring's theory of constant reductionsD. Rossler, Purely inseparable points on curvesA. Tamagawa, Correspondences on curves in positive characteristicA. Fehm, D. Haran, and E. Paran, The inverse Galois problem over $\mathbb{C}(z)$L. Bary-Soroker and A. Entin, Explicit Hilbert's irreducibility theorem in function fieldsD. Harbater, J. Hartmann, V. Karemaker, and F. Pop, A comparison between obstructions to local-global principles over semi-global fieldsG. Bockle and F. Breuer, The generic monodromy of Drinfeld modular varieties in special characteristicA. Razon, Symmetric tensor products of octonion algebrasA. Cadoret, Representations of etale fundamental groups and specialization of algebraic cycles