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10 papers · 1 filter
GIT stability of weighted pointed curves
David Swinarski
Here I give a direct proof that smooth curves with distinct marked points are asymptotically Hilbert stable with respect to a wide range of parameter spaces and linearizations. Thi…
Equivariant Littlewood-Richardson Skew Tableaux
V. Kreiman
We give a positive equivariant Littlewood-Richardson rule also discovered independently by Molev. Our proof generalizes a proof by Stembridge of the ordinary Littlewood-Richardson…
Ampleness of intersections of translates of theta divisors in an abelian fourfold
O. Debarre, E. Izadi
We prove that the cotangent bundle of a complete intersection of two general translates of the theta divisor of the jacobian of a general curve of genus 4 is ample. From this the s…
Pointed trees of projective spaces
Linda Chen, Angela Gibney, Daniel Krashen
We introduce a smooth projective variety which compactifies the space of configurations of distinct points on affine -space modulo translation and homothety. The p…
Zero cycles on homogeneous varieties
Daniel Krashen
In this paper we study the group of zero dimensional cycles of degree 0 modulo rational equivalence on a projective homogeneous algebraic variety . To do this we transl…
Nonabelian localization in equivariant K-theory and Riemann-Roch for quotients
Dan Edidin, William Graham
We prove a localization formula in equivariant algebraic -theory for an arbitrary complex algebraic group acting with finite stabilizer on a smooth algebraic space. This extends…