the boolean algebra and central galois algebras
Clicks: 55
ID: 139272
2001
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Abstract
Let B be a Galois algebra with Galois group G, Jg={b∈B∣bx=g(x)b for all x∈B} for g∈G, and BJg=Beg for a central idempotent eg. Then a relation is given between the set of elements in the Boolean algebra (Ba,≤) generated by {0,eg∣g∈G} and a set of subgroups of G, and a central Galois algebra Be with a Galois subgroup of G is characterized for an e∈Ba.
| Reference Key |
szeto2001internationalthe
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| Authors | ;George Szeto;Lianyong Xue |
| Journal | structural engineering and mechanics |
| Year | 2001 |
| DOI |
10.1155/S0161171201007104
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| URL | |
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