On moduli spaces of rank two logarithmic connections over an elliptic curve.

Abstract: We will give an explicit description of the (coarse) moduli space of rank two logarithmic connections with fixed spectral data over an elliptic curve. Precisely, we will show that this moduli space has a covering whose members are easily described.

Joint work with Thiago Fassarella (UFF) and Frank Loray (IRMAR).

algebraic geometry

Audience: researchers in the topic

Brazilian algebraic geometry seminar

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