Lifted p-Adic Homology with Compact Supports of the Weierstrass Family and Its Zeta EndomorphismJournal of Number Theory
AbstractThe relations among the generators for the lifted p-adic homology with compact supports of the various subfamilies of the Weierstrass family in characteristic p > 0 (p ≠ 2, 3) are explicitly given in Section 2. Then, the universal coefficient spectral sequence and the zeta endomorphism in Section 3 enable one to compute explicitly the lifted p-adic homology with compact supports of all fibres, including all the elliptic curves and all their singular degenerations in the family.
Citation InformationGoro Kato. "Lifted p-Adic Homology with Compact Supports of the Weierstrass Family and Its Zeta Endomorphism" Journal of Number Theory Vol. 35 Iss. 2 (1990) p. 216 - 223
Available at: http://works.bepress.com/gkato/13/