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Type of Document Dissertation Author Jones, Deborah URN etd-08192004-095304 Title Intersection Number of Divisors in Graph Varieties Degree Doctor of Philosophy Department Mathematics, Department of Advisory Committee
Advisor Name Title Paolo Aluffi Committee Chair Eric Klassen Committee Member Eriko Hironaka Committee Member Ettore Aldrovandi Committee Member Laura Reina Committee Member Keywords
- Intersection Number
- Divisors
Date of Defense 2003-12-01 Availability unrestricted Abstract This dissertation studies certain intersection numbers of exceptional divisions arising from blowing up subspaces of lattices associated to graphs. These permit the computation of the Segre class of a scheme associated to the graph/lattice. Explicit formulas are provided for lattices associated to trees and several patterns among these numbers are explored. The problem can be related to the study of so-called Cremona transformations. It is shown that the geometry of such transformations explain a certain symmetry pattern we discovered.Files
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