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Rectangular Quasigroups and Rectangular Loops

机译:矩形拟群和矩形环

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摘要

We solve two problems posed by Krapez by finding a basis of seven independent axioms for the variety of rectangular loops. Six of these axioms form a basis for the variety of rectangular quasigroups. The proofs of the lemmas showing that the six axioms are sufficient are based on proofs generated by the automated reasoning program OTTER, while most of the models verifying the independence of the axioms were generated by the finite model builder MACE4.
机译:通过为各种矩形环找到七个独立公理的基础,我们解决了Krapez提出的两个问题。这些公理中的六个构成了各种矩形拟群的基础。证明六个公理足够的引理的证明是基于自动推理程序OTTER生成的证明,而验证公理独立性的大多数模型都是由有限模型生成器MACE4生成的。

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