Date of Award

1-1-2010

Document Type

Campus Access Thesis

Department

Mathematics

First Advisor

Anton Schep

Abstract

This thesis presents some results related the Paving Conjecture. The proofs of three important results are presented: the Paving Conjecture is equivalent to the R-epsilon Conjecture, the Paving Conjecture is equivalent to the Paving Conjecture for the triangular matrices, and the result that self-adjoint matrices with all entries non-negative are pavable.

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