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Power-Associative Algebras in which Every Subalgebra is a Left Ideal
Canadian Mathematical Bulletin, 1970By an L-algebra we mean a power-associative nonassociative algebra (not necessarily finite-dimensional) over a field F in which every subalgebra generated by a single element is a left ideal.
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Fuzzy quasi-associative ideals in BCI-algebras. III
1996Summary: [Parts I and II are submitted to J. Fuzzy Math. and Math. Jap., respectively.] As a continuation to the study of fuzzy quasi-associative ideals in BCI-algebras initiated by the present author, this work is devoted to investigating some further properties.
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