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On the local positivity of line bundles on algebraic surfaces

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Garbary_Robert.pdf (449.37 KB)

Date

2015-01-09

Authors

Garbary, Robert

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Volume Title

Publisher

University of Waterloo

Abstract

In this thesis, we define a measure for how `positive' an effective line bundle is at a point on a variety, and prove that it is linear on the numerically effective subcone on a smooth, complete, toric surface.

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Keywords

Algebraic Geometry, Surfaces, Toric Varieties

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Citation

URI

http://hdl.handle.net/10012/9050

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Theses
Pure Mathematics