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An stratification of $B^4(2,K_C)$ over a general curve by Castorena, Abel; Reyes-Ahumada, Graciela is a scholarly article available to read on EtoBox.

What is An stratification of $B^4(2,K_C)$ over a general curve about?

For a general curve C of genus $g\geq 10$, we show that the Brill- Noether locus $B^4(2,K_C)$ contains irreducible sub-varieties $B_3\supset B_4 \supset \cdots \supset B_n$, where $B_n$ is of dimension $3g-10-n$ and $B_3$ is an irreducible component of the expected dimension $3g-13$.

Author

Castorena, Abel; Reyes-Ahumada, Graciela

Published

2017

Language

EN