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math.AG2026
Classifying additive smooth Fano toric varieties
Fabián Levicán-Santibáñez, Pedro Montero
Let be an algebraically closed field of characteristic zero. An irreducible algebraic variety over of dimension is called additive if it admits a…
math.AG2026
Algebraic cycles of some Fano varieties with Hodge structure of level one
Pedro Montero, Iván Rosas-Soto
We study Chow groups and étale motivic cohomology groups of smooth complete intersections with Hodge structures of level one, classified by Deligne and Rapoport, with particular a…
math.AG2024
On a Torelli Principle for automorphisms of Klein hypersurfaces
VÃctor González-Aguilera, Alvaro Liendo, Pedro Montero +1
Using a refinement of the differential method introduced by Oguiso and Yu, we provide effective conditions under which the automorphisms of a smooth degree hypersurface of $\ma…