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https://doi.org/10.1515/crelle.2011.014
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Cite Publication Date: Nov 15, 2010 | |
 Citations: 11 |
Affiliation: The University of Tokyo
In this paper, we study the period map of a certain one-parameter family of quartic K3 surfaces with an đ5-action. We construct automorphic forms on the period domain as the pull-backs of theta constants of genus 2 by a modular embedding. Using these automorphic forms, we give an explicit presentation of the inverse period map.
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