TWO SEPARATION AXIOMS IN L-FUZZY TOPOLOGICAL SPACES

机译：L模糊拓扑空间中的两个分离公理

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In [14, 15], T11/2 and T2 spaces have been introduced and investigated. In this paper, their properties are further studied. The T11/2 and T2 separation axioms are described with molecular nets and ideals, some interesting new results are found. We also give applications of some weakly continuous order homophisms in separation axioms.

机译：在[14，15]中，已经引入和研究了T11 / 2和T2空间。在本文中，将进一步研究其性质。用分子网络和理想描述了T11 / 2和T2分离公理，发现了一些有趣的新结果。我们还给出了分离公理中一些弱连续阶同态性的应用。

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来源
《Proceedings of the 2006 International Conference on Machine Learning and Cybernetics》|2006年|P.1756-1761|共6页
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JI-SHU CHENG;
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中图分类计算技术、计算机技术;
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T11/2 and T2 separation axioms; molecular nets; ideal; L-fuzzy topological spaces; order homomorphism;

机译：T11 / 2和T2分离公理;分子网;理想; L-模糊拓扑空间;有序同构;

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1. Strong and ultra separation axioms on L-fuzzy topological spaces [J] . Alla MAF Applied mathematics and computation . 2004,第2期

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2. Higher separation axioms in L-topologically generated I(L)-topological spaces [J] . Tomasz Kubiak, Iraide Mardones-Perez Fuzzy sets and systems . 2002,第3期

机译：L拓扑生成的I（L）拓扑空间中的更高分离公理
3. Higher separation axioms in Z-topologically generated (L)-topological spaces [J] . Tomasz Kubiak, Iraide Mardones-Perez Fuzzy sets and systems . 2002,第3期

机译：Z拓扑生成的（L）拓扑空间中的更高分离公理
4. TWO SEPARATION AXIOMS IN L-FUZZY TOPOLOGICAL SPACES [C] . JI-SHU CHENG International Conference on Machine Learning and Cybernetics . 2006

机译：L-Fuzzy拓扑空间中的两个分离公理
5. Invariant subspace problem and spectral properties of bounded linear operators on Banach spaces, Banach lattices, and topological vector spaces [D] . Troitsky, Vladimir G. 1999

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6. Topological delocalization and tuning of surface channel separation in Bi2Se2Te Topological Insulator Thin films [O] . Radha Krishna Gopal, Sourabh Singh, Arpita Mandal, -1

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7. On separation axioms in fuzzy topological spaces, fuzzy neighborhood spaces, and fuzzy uniform spaces [O] . Wuyts P, Lowen R 1983

机译：关于模糊拓扑空间，模糊邻域空间和模糊均匀空间中的分离公理

TWO SEPARATION AXIOMS IN L-FUZZY TOPOLOGICAL SPACES

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