Nilpotency of the alternator ideal of binary (-1,1) algebra
DOI:
https://doi.org/10.5269/bspm.80575Resumen
In this paper we discuss the nilpotency of the alternator ideal of a finitely generated binary
(−1,1) algebra. If a binary (−1,1) algebra R is generated by a finite set Xn = x1,x2,........,xn then the
algebra △∗ is nilpotent of <4n3.
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2026-03-15
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Conf. Issue: Recent Advances in Computational and Applied Mathematics: Mode...
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