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Groupe de Brauer d'une Courbe de Tate

Published online by Cambridge University Press:  20 November 2018

C. Touibi
C. Touibi*
Affiliation:
Département de Nathématiques Faculté des Sciences, Campus Cniversitaire1060 Tunis, Tunisia
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Abstract

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Keywords

12B2012G05
Type
Research Article
Information
Canadian Mathematical Bulletin , Volume 31 , Issue 1 , 01 March 1988 , pp. 13 - 18
Copyright
Copyright © Canadian Mathematical Society 1988

References

1. Kato, K., A generalisation of local class field theory by using K-groups, I. J. Fac. Sci. Univ. Tokyo, Sec. IA 26 (1979), pp. 303–376. II. ibid 27 (1980), pp. 602-683. III. ibid 29 (1982), pp. 31-43.Google Scholar
2. Lichtenbaum, S., Duality theorems for curves over p-adic fields, Inventiones Math. 7 (1969), pp. 120–136.Google Scholar
3. Saito, a. S., Class field theory for curves over local fields, Journal Number Theory 21 (1985), pp. 44–80.Google Scholar
3. Saito, b. S., Arithmetic on two dimensional local rings, Inventiones Math. 85 (1986), pp. 379–414.Google Scholar
4. Shatz, S., The cohomology of certain elliptic curves over local and quasi-local fields, Illinois Jour. of Math. (1967), pp. 234-241.Google Scholar