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홈 > 학술정보 >학술행사 > 세미나
한국고등과학원 세미나

Title
Duality for elliptic curves in P1xP1
Speaker
Goller, Thomas   (KIAS )
Date
2018-12-10 16:00:00
Host
KIAS
Place
1424
Abstract
The set of zeroes of a bihomogeneous polynomial of degree (2,2) is an elliptic curve (a genus 1 Riemann surface) in the product of two copies of the complex projective line. The coefficients of the polynomial form a 3x3 matrix. I will discuss how algebraic properties of this matrix are related to the geometry of the elliptic curve. This example relates to the type of duality arising in Le Potier's "strange duality" conjecture. No prior knowledge of algebraic geometry will be assumed.
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