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FILTER SPACES ON ECL-PREMONOIDS

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In this paper, we introduce the notion of the (L; *)-filter spaces on ecl-premonoids. Moreover, we obtain various (L; *)-filters incuced by two (L; *)-filters and give their examples.

Abstract

In this paper, we introduce the notion of the (L; *)-filter spaces on ecl-premonoids. Moreover, we obtain various (L; *)-filters incuced by two (L; *)-filters and give their examples.

참고문헌 (10)

  1. R. Belohlavek, "Fuzzy Relational Systems" (2002), Kluwer Academic Publishers
  2. W. Gahler, "The general fuzzy lter approach to fuzzy topology I", Fuzzy Sets and Systems, 76, pp.205~224 (1995)
  3. W. Gahler, "The general fuzzy lter approach to fuzzy topology II", Fuzzy Sets and Systems, 76, pp.225~246 (1995)
  4. U. Hohle, "Mathematics of Fuzzy Sets, Logic, Topology and Measure Theory, Handbook of fuzzy set series" (1999), Kluwer Academic Publisher
  5. G. Jager, "Subcategories of lattice-valued convergence spaces", Fuzzy Sets and Systems, 156, pp.1~24 (2005)
  6. G. Jager, "Pretopological and topological lattice-valued convergence spaces", Fuzzy Sets and Systems, 158, pp.424~435 (2007)
  7. Jinming Fang, "Stratied L-order convergence structures", Fuzzy Sets and Systems, 161, pp.2130~2149 (2010)
  8. Y.C. Kim, "Images and preimages of L-lter bases", Fuzzy Sets and Systems, 173, pp.93~113 (2005)
  9. Y.C. Kim, "(L; )-quasiuniform convergence spaces", International Journal of Pure and Applied Mathematics
  10. D. Orpen, "Lattice-valued convergence spaces", Fuzzy Sets and Systems, 190, pp.1~20 (2012)

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