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1)  point wise bi-induced mapping
点态化的双诱导映射
2)  bi-induced mappings
双诱导映射
1.
Some properties of TL-subgroups and TL-normal subgroups in bi-induced mappings are proved.
讨论了在双诱导映射下TL子群的性质。
2.
In this paper,it proved some properties of anti L-subgroups and anti L-normal subgroups in bi-induced mappings.
证明了双诱导映射下 Anti- L -子群和 Anti- L正规子群的性质。
3)  bi-induced mapping
双诱导映射
1.
L-subalgebras、L-ideals of algebras over L-subfields under a bi-induced mapping;
双诱导映射下L-子域上的L-子代数及L-理想
2.
The conclusion is drawn that L-fuzzy bi-ideals and L-fuzzy interior ideals on L-fuzzy semi-groups in Bi-induced mappings is still L-fuzzy bi-ideals and L-fuzzy interior ideals on L-fuzzy semi-groups.
给出了L fuzzy子半群上的L fuzzy双 (内 )理想的刻画 ,并证明了在双诱导映射及逆映射下L fuzzy子半群上的L fuzzy双 (内 )理想仍是L fuzzy子半群上的L fuzzy双 (内 )理
4)  Bi Induced Mapping
双诱导映射
1.
It is proved that the image of an L Fuzzy ideal in L Fuzzy subrings under bi induced mappings is still an L Fuzzy ideal.
给出了 L - Fuzzy子环的 L- Fuzzy理想的定义及刻划 ,并证明了在双诱导映射下 ,L -Fuzzy子环的 L- Fuzzy理想仍是 L- Fuzzy子环的 L- Fuzzy理
5)  point values inherited mapping
点值诱导映射
6)  induced mapping
诱导映射
1.
Semi-openness and almost-openness of induced mappings on interval;
区间上诱导映射的半开与几乎开(英文)
2.
In this paper, we point out and correct the errors in the paper by He Ming, entiled “The double induced mapping on the L Fuzzy set” (Kexue Tongbao, 1986, Vol, 31, No.
指出与修正了何明在“L不分明集上的双诱导映射”(《科学通报》),1986年第6期475页)一文中的错误。
补充资料:双二乙二醇基化钛化双-2,4-戊烷二酯
CAS:84788-13-6
中文名称:双二乙二醇基化钛化双-2,4-戊烷二酯
英文名称:bis(Diethyleneglycoxy)titanium bis(2,4-Pentanedionate)
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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