A Six Generalized Squares Theorem, with
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Paula B. Cohen; Amitai Regev
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Article
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2001
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Elsevier Science
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English
⚖ 113 KB
The theories of superalgebras and of P.I. algebras lead to a natural ޚ -graded 2 extension of the integers. For these generalized integers, a ''six generalized squares'' theorem is proved, which can be considered as a ޚ -graded analogue of 2 the classical ''four squares'' theorem for the natural