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Explicit higher local class field theory
Ivan Fesenko
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Geometry & Topology Monographs 3
(2000) 95–101
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| 1 |
A W M Dress,
Contributions to the theory of induced representations,
from: "Algebraic K–theory, II: “Classical”
algebraic K–theory and connections with arithmetic (Proc.
Conf., Battelle Memorial Inst., Seattle, Wash., 1972)", Lecture
Notes in Math. 342, Springer (1973) 183–240 MR0384917 |
| 2 |
I B Fesenko,
Class field theory of multidimensional local fields of
characteristic 0 with residue field of positive
characteristic, Algebra i Analiz 3 (1991) 165–196
MR1150559 |
| 3 |
I B Fesenko, A
multidimensional local theory of class fields II, Algebra i
Analiz 3 (1991) 168–189 MR1186241 |
| 4 |
I B Fesenko,
Abelian local
p–class field theory, Math. Ann. 301 (1995)
561–586 MR1324527 |
| 5 |
I B Fesenko,
Abelian extensions of complete discrete valuation
fields, from: "Number theory (Paris, 1993–1994)",
London Math. Soc. Lecture Note Ser. 235, Cambridge Univ. Press
(1996) 47–74 MR1628793 |
| 6 |
I B Fesenko,
Sequential topologies and quotients of Milnor K–groups
of higher local fields, Algebra i Analiz 13 (2001)
198–221 MR1850194 |
| 7 |
I B Fesenko,
S V Vostokov, Local fields and their
extensions, Translations of Mathematical Monographs 121,
American Mathematical Society (1993) MR1218392
A constructive approach, With a foreword by I. R.
Shafarevich |
| 8 |
M Hazewinkel,
Local class
field theory is easy, Advances in Math. 18 (1975)
148–181 MR0389858 |
| 9 |
J Neukirch, Class
field theory, Grundlehren der Mathematischen Wissenschaften
280, Springer (1986) MR819231 |
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