A note on the variety of Secant Loci
classification
🧮 math.AG
keywords
locisecantsomeampleassumptionsattainsbundlecoppens
read the original abstract
We determine non hyper elliptic curves of genus $g(C)\geq 9$, such that for some very ample line bundle on them and for some integers d and r with some prescribed assumptions, the dimension of secant loci, attains one less than its maximum value. Then we proceed to generalize and extend a problem of M. Coppens to Secant Loci.
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