Abstract
Previous work established a connection between the geometric invariant theory of the third exterior power of a 9-dimensional complex vector space and the moduli space of genus-2 curves with some additional data. We generalize this connection to arbitrary fields, and describe the arithmetic data needed to get a bijection between both sides of this story.
Citation
Eric M. Rains. Steven V Sam. "Invariant theory of $\bigwedge^3(9)$ and genus-2 curves." Algebra Number Theory 12 (4) 935 - 957, 2018. https://doi.org/10.2140/ant.2018.12.935
Information