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Algebraic cycles on an abelian variety
Peter O'Sullivan
It is shown that to every Q-linear cycle \barαmodulo numerical equivalence on an abelian variety A there is canonically associated a Q-linear cycle αmodulo rational equivalence on…
Littlewood-Richardson polynomials
A. I. Molev
We introduce a family of rings of symmetric functions depending on an infinite sequence of parameters. A distinguished basis of such a ring is comprised by analogues of the Schur f…
A Lie Algebra Method for Rational Parametrization of Severi-Brauer Surfaces
Willem A. de Graaf, Michael Harrison, Jana Pilnikova +1
It is well-known that a Severi-Brauer surface has a rational point if and only if it is isomorphic to the projective plane. Given a Severi-Brauer surface, we study the problem to d…
Newton-Puiseux Roots of Jacobian Determinants
Tzee-Char Kuo, Adam Parusinski
Let denote either a pair of holomorphic function germs, or a pair of monic polynomials in whose coefficients are Laurent series in . A relative polar arc is…