Department of Pure Mathematics and Mathematical Statistics (DPMMS)
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D-modules on rigid analytic spaces II: Kashiwara's equivalence
Let X be a smooth rigid analytic space. We prove that the category of co-admissible D-cap-modules on a smooth rigid analytic space supported on a closed smooth subvariety is naturally equivalent to the category of co-admissible ... -
A Paley-like graph in characteristic two
(2016)The Paley graph is a well-known self-complementary pseudo-random graph, defined over a finite field of odd order. We describe an attempt at an analogous construction using fields of even order. Some properties of the graph ... -
Marginalization and conditioning for LWF chain graphs
(Institute of Mathematical Statistics, 2016-08)In this paper, we deal with the problem of marginalization over and conditioning on two disjoint subsets of the node set of chain graphs (CGs) with the LWF Markov property. For this purpose, we define the class of chain ... -
Bounding cohomology for low rank algebraic groups
(2017-08-01)Let G be a semisimple linear algebraic group over an algebraically closed field of prime characteristic. In this thesis we outline the theory of such groups and their cohomology. We then concentrate on algebraic groups in ...
