Journal of applied mathematics & informatics

  • 제5권2호
  • /
  • Pages.285-292
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  • 1998
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  • 2734-1194(pISSN)
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  • 2234-8417(eISSN)
한국전산응용수학회 (The Korean Society for Computational and Applied Mathematics)
권호 표지

SOME PROPERTIES OF TL-GROUPS

  • 발행 : 1998.06.01

⟨ 이전 논문 다음 논문 ⟩

초록

We introduce the notion of TL-p-subgroups that is an ex-tension of the notion of fuzzy p=subgroups and show that a torsion TL-subgroup of an Abelian group with T=${\bigwedge}$ can be written as the intersection of its minimal TL-p-subgroups.

키워드

참고문헌

  1. Inform. Sci. v.80 Fuzzy orders relative to fuzzy subgroups J.G.Kim
  2. J. Fuzzy Math v.2 Fuzzy subgroups and minimal fuzzy p-subgroups J.G.Kim
  3. Inform. Sci. v.80 Fuzzy subgroups having the property(*) J.G.Kim
  4. Fuzzy Sets and Systems v.64 Fuzzy subgroups having the property(*)Ⅱ J.G.Kim
  5. Math. Japon. v.39 Fuzzy subgroups of finite groups and Abelian groups J.G.Kim
  6. J. Kyungsung Univ. v.13 On fuzzy orders of elements of fuzzy subgroups J.G.Kim
  7. Fuzzy Sets and Systems v.61 Orders of fuzzy subgroups and fuzzy p-subgroups J.G.Kim
  8. Inform. Sci. v.80 A characterization of fuzzy subgroups of some Abelian groups J.G.Kim;H.D.Kim
  9. Math. Japon. v.46 Orders relative to TL-subgroups J.G.Kim;H.D.Kim
  10. Inform. Sci. v.69 Generated and cyclic fuzzy groups S.Ray
  11. J. Math. Anal. Appl. v.35 Fuzzy groups A.Rosenfeld
  12. Pacific J. Math. v.10 Statistical metric spaces B.Schweizer;A.Sklar
  13. Lecture Notes in Fuzzy Math. and Computer Science Elements of L-algebra Y.Yu;J.N.Mordeson;S.C.Cheng
  14. Inform. Control v.8 Fuzzy sets L.A.Zadeh