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Harvard-M.I.T. Algebraic Geometry Seminar}

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RATIONAL FAMILIES OF VECTOR BUNDLES ON CURVES
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{\bf 
ANA-MARIA CASTRAVET
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Massachusetts Institute of Technology

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We find and describe the irreducible components of the space of
rational curves on moduli spaces of rank $2$ stable bundles with odd
determinant on curves of genus $g \geq 2$. We also find the maximally
rationally connected fibrations of these components.


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April 30, 2002

3:00 p.m.

Harvard Room 507
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