[1] Chen Peng. Equivalent form of pointwise $p$-metric and its some properties. Fuzzy Systems and Mathematics, 2006, 20: 17--20
[2] 陈鹏, 史福贵. Erceg -度量的进一步简化及其性质. 数学进展, 2007, 36(5): 579--586
[3] Chen Peng, Shi F G. A note on Erceg's pseudo-metric and pointwise pseudo-metric. Mathematical Research and Exposition, 2008, 28(2): 339--443
[4] Erceg M A. Metric spaces in fuzzy set theory. Math Anal Appl, 1979, 69: 205--230
[5] Gierz G, et al. A Compendium of Continuous Lattices. New York: Springer-Verlag, 1980
[6] Hutton B. Normality in fuzzy topological spaces. J Math Anal Appl, 1975, 50: 74--79
[7] Pu Baoming, Liu Yingming. Fuzzy topology I, neighborhood structure of a fuzzy point and Moore-smith convergence. Math Anal Appl, 1980, 76: 571--599
[8] Peng Yuwei. Simplification of Erceg's fuzzy metric function and its application. Fuzzy Sets and Systems, 1993, 54: 181--189
[9] Shi Fugui. Pointwise quasi-uniformities and p.q.metrics on completely distributive lattices. Acta Math Sinica (in Chinese), 1996, 39(5): 701--706
[10] Shi Fugui. Pointwise pseudo-metrics in L-fuzzy set theory. Fuzzy Sets and Systems, 2001, 121: 209--216
[11] Shi Fugui. Pointwise pseudo-metric on the L-real line. Iranian Journal of Fuzzy Systems, 2005, 4: 79--88
[12] Wang Guojun. Theory of L-fuzzy Topological Space (in Chinese). Xi'an: Shanxi Normal University Publishers, 1988
[13] Yang Lecheng. Pointwise p.q.metric theory in completely distributive lattice. Science Bulletin (in Chinese), 1988, 33: 247--250 |