正规密码rpp半群上的同余

The Congruences on Normal Cryptic rpp Semigroups

利用富足半群理论对正规密码rpp半群的同余进行了研究.通过引入正规密码rpp半群的L~*-酉同余聚的概念,给出了这类半群上的L~*-酉同余的结构.另外,也考虑了一些特殊L~*-酉同余.

The congruences on normal cryptic rpp semigroups is studied by the abundant semigroup theory. The construction of L~*-unary congruences on normal cryptic rpp semigroups is established by introducing the concept of L~*-unary congruence aggregate. In addition,some special cases are considered.