Algebraic Geometry Seminar
Counting real rational curves on K3 surfaces
Event Details
Date
Friday, February 21, 2014
Time
2:25 p.m.
Location
B231 Van Vleck Hall
Description
Rares Rasdeaconu, Vanderbilt.
Real enumerative invariants of real algebraic manifolds are derived from counting curves with suitable signs.
I will discuss the case of counting real rational curves on K3 surfaces equipped with an anti-holomorphic involution.
An adaptation to the real setting of a formula due to Yau and Zaslow will be presented.
Real enumerative invariants of real algebraic manifolds are derived from counting curves with suitable signs.
I will discuss the case of counting real rational curves on K3 surfaces equipped with an anti-holomorphic involution.
An adaptation to the real setting of a formula due to Yau and Zaslow will be presented.
Cost
Free
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