4 citations · 6 across the 5 of their papers we have counts for
5 papers
Affine Equivalence of Subsets of via Venn Diagrams and Applications to Sidon Sets
Kariane Calta, Sarah Covey, Timothy E. Goldberg +2
Two subsets and of are \textit{affinely equivalent} if there is an affine automorphism of taking to . Given a basis of the affine s…
How Many Cards Should You Lay Out in Quad-128: A Classification of Caps in AG(7,2)
Karianne Calta, Timothy E. Goldberg, Lauren L. Rose
We define a cap in the affine geometry AG(n,2) to be a subset in which every collection of four points is in general position. In this paper, we classify, up to affine equivalence,…
How many cards should you lay out in a game of EvenQuads?: A detailed study of caps in AG(n,2)
Julia Crager, Felicia Flores, Timothy E. Goldberg +4
We define a \textit{cap} in the affine geometry to be a subset in which any collection of 4 points is in general position. In this paper we classify, up to affine equival…
Singular Reduction of Generalized Complex Manifolds
Timothy E. Goldberg
In this paper, we develop results in the direction of an analogue of Sjamaar and Lerman's singular reduction of Hamiltonian symplectic manifolds in the context of reduction of Hami…
A convexity theorem for the real part of a Borel invariant subvariety
Timothy E. Goldberg
M. Brion proved a convexity result for the moment map image of an irreducible subvariety of a compact integral Kaehler manifold preserved by the complexification of the Hamiltonian…