Title: Cassels-Tate pairing in the case of true descents.
Abstract:
I will be reporting on an approach to compute the Cassels-Tate pairing
in the case when the Albanese Variety corresponding to a `nice' variety X
satisfies the `true descent'-setup of Bruin, Poonen and Stoll for some isogeny \phi, under
some assumptions.
An application of this is an algorithm to compute the Cassels-Tate pairing for
1-\zeta_p isogeny associated to p-covers of \bbP^1 with infinity as a ramification point.