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Galois theory for linear topological rings
Bryce L. Elkins |
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Vol. 51 (1974), No. 1, 89–107
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Abstract |
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Separable algebras have been studied recently by M. Auslander, D. Buchsbaum and Chase-Harrison-Rosenberg. The question of a Galois theory for linear topological rings opposite to the Krull type theory obtained in the above works was raised by H. Röhrl. In this paper, a Galois theory relating the complete subalgebras of restricted type of a complete algebra A to a set of subgroups of a discrete group G of automorphisms of A is developed. |
Mathematical Subject Classification 2000
Primary: 13B05
Secondary: 13J10
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Milestones
Received: 22 November 1972
Published: 1 March 1974
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Authors |
| Bryce L. Elkins | |
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