1) anti-fuzzy factor rings
反模糊商环
2) fuzzy quotient ring
模糊商环
1.
The concepts of fuzzy semiideal and fuzzy quotient ring is introduced and some properties of fuzzy semiideal are discussed.
引入模糊半理想与模糊商环的概念,讨论了模糊半理想的一系列性质,并建立了关于模糊半理想的对应定理。
3) anti-fuzzy subrings
反模糊子环
4) factor anti-fuzzy subgroups
反商模糊子群
1.
It is proved that factor anti-fuzzy subgroups and anti-fuzzy factor groups in bi-induced mapping are still factor anti-fuzzy subgroups and the anti-fuzzy factor groups,respectively,using the concepts of anti-fuzzy subgroups and bi-induced mapping.
利用文献[1]反模糊子群及文献[2]双诱导映射的概念证明了双诱导映射下的反商模糊子群及反模糊商群仍为反商模糊子群及反模糊商群。
5) Intuitionistic Fuzzy Quotient Ring
直觉模糊商环
6) Quotient Intuitionistic Fuzzy Subring
商直觉模糊子环
补充资料：4-[反-4-(反-4-丙基环己基)环己基]甲苯
CAS：84656-75-7
中文名称：4-[反-4-(反-4-丙基环己基)环己基]甲苯
英文名称：4-[trans-4(trans-4-Propylcyclohexyl) cyclohexyl]toluene 4-[trans-4(trans-4-Propylcyclohexyl)cyclohexyl]toluene
中文名称：4-[反-4-(反-4-丙基环己基)环己基]甲苯
英文名称：4-[trans-4(trans-4-Propylcyclohexyl) cyclohexyl]toluene 4-[trans-4(trans-4-Propylcyclohexyl)cyclohexyl]toluene
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条