论文标题
具有质量多重性的饱和数值半群
The catenary degree of the saturated numerical semigroups with prime multiplicity
论文作者
论文摘要
在本文中，我们介绍了具有主要多重性的一组饱和数值半群。我们还表征了我们获得的这些半群的链条程度。数值半群的链条程度是衡量该数值半群中元素因素化之间距离的变体。
In this paper we present the set of saturated numerical semigroups with prime multiplicity. We also characterize the catenary degree of these semigroups that we acquire. The catenary degree of a numerical semigroup is the variant which measures the distance between factorizations of elements within that numerical semigroup.
