Loyola University Maryland

Department of Mathematics and Statistics


Vector Space Partitions

Dr. Papa Sissokho

Illinois State University

February 7, 2012

B01 Knott Hall


Let V be a finite vector space. A vector space partition of V is collection of subspaces of V with pairwise trivial intersection and whose union is V. The set of all vector space partitions of V is a rich class of objects with many interesting properties. In this talk, I will give a survey of problems and results related to vector space partitions.

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