关于多项式复合的一些性质
On some properties of polynomial composites
摘要：
多项式复合是由Anderson、Anderson和Zafrullah提出的。随着时间的推移，复合材料出现在许多不同的论文中，但它们在代数世界中没有得到整理。本文是复合材料代数结构研究的又一部分。在本文中，我们完成了多项式复合作为ACCP，原子，BFD，HFD，idf，FFD域的可能性质。在一个单独的部分，我们考虑多项式复合作为戴德金环。
英文摘要：
Polynomial composites were introduced by Anderson, Anderson, and Zafrullah. Over time, composites have appeared in many different papers, but they have not been sorted out in the algebra world. This paper is another part of the study of composites as an algebraic structure. In this paper we complete possible properties for polynomial composites as ACCP, atomic, BFD, HFD, idf, FFD domains. In a separate section, we consider polynomial composites as Dedekind rings.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
