A generalization of the Cassels-Tate dual exact sequence
Resource
Mathematical Research Letters 14 (2-3): 295-302
Journal
Mathematical Research Letters
Pages
295-302
Date Issued
2007
Date
2007
Author(s)
Gonzalez-Aviles, C. D.
Abstract
We extend the first part of the well-known Cassels-Tate dual exact sequence for abelian varieties A over global fields K in two directions: we treat the p-primary component in the function field case, where p is the characteristic of K, and we dispense with the assumption that the Tate-Shafarevich group of A is finite. © International Press 2007.
Type
journal article
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