Journal of Guangxi Normal University(Natural Science Edition) ›› 2011, Vol. 29 ›› Issue (4): 84-87.
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ZHANG Guo-fang, FAN Qin-jie
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| [1] ARHANGEL'SKII A V.From classic topological invariant to relative topological properties[J].Scientiae Mathematicae Japonicae,2002,55(1):153-201. [2] ZHANG Guo-fang,SHI Wei-xue.Characterizations of relative paracompactness by relative normality of product spaces[J].Houston Journal of Mathematics,2007,33(3):771-779. [3] ZHANG Guo-fang,SHI Wei-xue.Answers to two questions on relativemetrizability[J].Questions and Answers in General Topology,2008,26(1):41-43. [4] ZHANG Guo-fang.Some properties of relatively strong pseudocompactness[J].Czechoslovak Mathematical Journal,2008,58(4):1145-1152. [5] JUNNILA H J K.On submetacompactness[J].Topology Proceedings,1978,3(2):375-405. [6] BURKE D J.Covering properties[M]//KUNEN K,VAUGHAN J E.Handbookof Set-theoretic Topology.Amsterdam:North-Holland,1984:347-422. [7] QU Zhi-bin,YASUI Y.Relatively subparacompact spaces[J].Scientiae Mathematicae Japonicae,2001,54(2):281-287. [8] KOCINAC L D.Some relative topological properties[J].Matematicki Vesnik,1992,44(1/2):33-44. [9] ARHANGEL'SKII A V,GORDIENKO I J.Relative symmetrizability and metrizability[J].Comment Math Univ Carolinae,1996,37(4):757-774. [10] GRABNER E M,GRABNOR G C,MIYAZAKI K.On properties of relative metacompactness and paracompactness type[J].Topology Proceedings,2000,25(Summer):145-177. [11] GRABNER E M,GRABNOR G C,MIYAZAKI K,et al.Relative collectionwise normality[J].Appl Gen Topol,2004,5(2):199-212. [12] KAWAGUCHI S,SOKEI R.Some relative properties on normality and paracompactness,and their absolute embeddings[J].Comment Math Univ Carolinae,2005,46(3):475-495. |
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| [2] | MENG Xin, FAN Qin-jie, WANG Hong-ren. Topological Ergodicity and Chain Ergodicity of the Set-valuedDiscrete Dynamical Systems [J]. Journal of Guangxi Normal University(Natural Science Edition), 2011, 29(1): 20-23. |
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