2016arXiv (Cornell University)Open access

Moduli of Linear Sections of a General Hypersurface

Anand Patel

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Abstract

We investigate the global variation of moduli of linear sections of a general hypersurface. We prove a "generic Torelli" result for a large proportion of cases, and we obtain a complete picture of the global variation of moduli of line slices of a general hypersurface.

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What this paper is about

We investigate the global variation of moduli of linear sections of a general hypersurface. We prove a "generic Torelli" result for a large proportion of cases, and we obtain a complete picture of the global variation of moduli of line slices of a general hypersurface.

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Available abstract

We investigate the global variation of moduli of linear sections of a general hypersurface. We prove a "generic Torelli" result for a large proportion of cases, and we obtain a complete picture of the global variation of moduli of line slices of a general hypersurface.

Key concepts: Hypersurface, Moduli, Mathematics, Pure mathematics, Moduli space, Mathematical analysis, Variation (astronomy), Physics

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