Advances in Moduli Theory by Yuji Shimizu and Kenji Ueno

By Yuji Shimizu and Kenji Ueno

Shimizu and Ueno (no credentials indexed) reflect on numerous features of the moduli thought from a fancy analytic viewpoint. they supply a quick creation to the Kodaira-Spencer deformation thought, Torelli's theorem, Hodge concept, and non-abelian conformal idea as formulated via Tsuchiya, Ueno, and Yamada. in addition they speak about the relation of non-abelian conformal box concept to the moduli of vector bundles on a closed Riemann floor, and express tips to build the moduli thought of polarized abelian forms.

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Kock, I. html.

28 Andreas Gathmann on M¯ 0,n . (Hint: At least one of the numbers ki must obviously be 0 or 1, say kn . ) References 29 R EFERENCES [G] [KV] A. de/˜gathmann/en/pub/. J. Kock, I. html.

J. Kock, I. html.

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