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On a numerical characterization of non-simple principally polarized abelian varieties
(Springer, 2016)
To every abelian subvariety of a principally polarized abelian variety (A,L) we
canonically associate a numerical class in the Néron–Severi group of A.We prove that these
classes are characterized by their intersection ...
Fibrations associated to smooth quotients of abelian varieties
(Springer, 2021)
Let A be an abelian variety and G a finite group of automorphisms of A fixing the origin
such that A/G is smooth. The quotient A/G can be seen as a fibration over an abelian variety whose
fibers are isomorphic to a product ...
Polarizations on abelian subvarieties of principally polarized abelian varieties with dihedral group actions
(Springer, 2014)
For any n > 2 we study the group algebra decomposition of an ([n/2] + 1)- dimensional family of principally polarized abelian varieties of dimension n with an action of the dihedral group of order 2n. For any odd prime p, ...
Maize variety options for Africa: Uganda
(CIMMYTIITADTMA, 2016)
Maize variety description
(USAIDCIMMYT, 2017)
Resistance of maize varieties to the maize weevil Sitophilus zeamais (Motsch.) (Coleoptera: Curculionidae)
(Academic Journalshttp://www.academicjournals.org/AJB/abstracts/abs2009/2Nov/Abebe%20et%20al.htm, 2013)
PRELIMINARY EVALUATION OF VARIOUS INTRODUCED VARIETIES OF YAM
(University of Puerto Rico Mayagüez Campus Agricultural Experiment Station, 1975)
The K-theory of toric varieties
(American Mathematical Society, 2009-06)
Recent advances in computational techniques for K-theory allow us to describe the K-theory of toric varieties in terms of the K-theory of fields and simple cohomological data.
Varieties with equationally definable factor congruences II
(Birkhauser Verlag Ag, 2017-09-25)
We study four types of equational definability of factor congruences in varieties with 0 → and 1 →. The paper completes the work of a previous paper on left equational definability of factor congruences.