Primitive Algebras with Arbitrary Gelfan
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Uzi Vishne
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Article
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1999
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Elsevier Science
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English
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We construct, for every real /3 > 2, a primitive affine algebra with Gelfand Kirillov dimension /3. Unlike earlier constructions, there are no assumptions on the base field. In particular, this is the first construction over N or C. Given a recursive sequence {v,} of elements in a free monoid, we in