Agboola, Adebisi - Department of Mathematics, University of California at Santa Barbara

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Agboola, Adebisi - Department of Mathematics, University of California at Santa Barbara

ON COUNTING RINGS OF INTEGERS AS GALOIS MODULES Abstract. Let K be a number field and G a finite abelian group. We study the asymptotic
ON RUBIN'S VARIANT OF THE pADIC BIRCH AND SWINNERTONDYER CONJECTURE II
ON COUNTING RINGS OF INTEGERS AS GALOIS MODULES A. AGBOOLA
K-Theory 23: 251303, 2001. c 2001 Kluwer Academic Publishers. Printed in the Netherlands.
A GEOMETRIC DESCRIPTION OF THE CLASS INVARIANT HOMOMORPHISM
GALOIS MODULES AND p-ADIC REPRESENTATIONS Abstract. In this paper we develop a theory of class invariants associated to p-adic representations
ON COUNTING RINGS OF INTEGERS AS GALOIS MODULES Abstract. Let K be a number field and G a finite abelian group. We study the asymptotic
ON PRIMITIVE AND REALISABLE CLASSES Version of January 11, 2000
x1. Introduction. In [T1] M.J.Taylor began the study of the Galois module structure of certain Kum
Iwasawa Theory of Elliptic Curves and Galois Module Structure
ON RUBIN'S VARIANT OF THE p-ADIC BIRCH AND SWINNERTON-DYER CONJECTURE II
ON PADIC HEIGHT PAIRINGS AND LOCALLY FREE CLASSGROUPS OF HOPF ORDERS
On Primitive and Realisable Classes A. AGBOOLA*
Mathematical Research Letters 7, 19 (2000) LINE BUNDLES, RATIONAL POINTS AND IDEAL CLASSES
GALOIS MODULES AND p-ADIC REPRESENTATIONS Abstract. In this paper we develop a theory of class invariants associated to p-adic representations
ON THE GALOIS STRUCTURE OF EQUIVARIANT LINE BUNDLES By A. AGBOOLA and D. BURNS
Class invariants of Mordell-Weil groups. Taylor, M.J.; Agboola, A.
TORSION POINTS ON ELLIPTIC CURVES AND GALOIS MODULE STRUCTURE
A NOTE ON ELLIPTIC CURVES AND GALOIS MODULE STRUCTURE
Digital Object Identifier (DOI) 10.1007/s002080100199 Math. Ann. 320, 339365 (2001) Mathematische Annalen
GALOIS MODULES AND p-ADIC REPRESENTATIONS A. AGBOOLA
ON P -ADIC HEIGHT PAIRINGS AND LOCALLY FREE CLASSGROUPS OF HOPF ORDERS
Line bundles, rational points and ideal classes A. Agboola and G. Pappas
TORSION POINTS ON ELLIPTIC CURVES AND GALOIS MODULE STRUCTURE
Iwasawa Theory of Elliptic Curves and Galois Module Structure
A GEOMETRIC DESCRIPTION OF THE CLASS INVARIANT HOMOMORPHISM
ON PRIMITIVE AND REALISABLE CLASSES A. Agboola
1 x1. Introduction.
Line bundles, rational points and ideal classes A. Agboola and G. Pappas
A NOTE ON ELLIPTIC CURVES AND GALOIS MODULE STRUCTURE