Equational Theories of the Boolean Matrix Monoid BRn with Involutions¶
Zhang, W., Gao, M., & Luo, Y. (2026). Equational Theories of the Boolean Matrix Monoid BRn with Involutions. Journal of Algebra, 225-270.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Semigroup with Involution
- They do not say that $x^$ is a multiplicative inverse of $x$: a general semigroup need not have an identity at all, and even a star-monoid need not satisfy $xx^=x^*x=1$.
This sourceThe article preview supplies the structural claims; numerical two-element illustrations are directly calculated from its equations.
- They do not say that $x^$ is a multiplicative inverse of $x$: a general semigroup need not have an identity at all, and even a star-monoid need not satisfy $xx^=x^*x=1$.
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