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Permuting tri-f-derivations in lattices

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초록

The aim of this paper is to introduce the notion of permuting tri-f-derivations in lattices and to study some properties of permuting tri-f-derivations.

Abstract

The aim of this paper is to introduce the notion of permuting tri-f-derivations in lattices and to study some properties of permuting tri-f-derivations.

참고문헌 (11)

  1. R. Balbes, "Dwinger, Distributive Lattices" (1974), University of Missouri Press
  2. A. J. Bell, "The co-information lattice, in: 4th International Symposium on Independent Component Analysis and Blind Signal Separation (ICA2003)", Nara, Japan, pp.921~926 (2003)
  3. H. E. Bell, "Rings in which derivations satisfy certain algebraic condi- tions", Acta Math. Hungar, 53(3), pp.339~346 (1989)
  4. H. E. Bell, "On derivations in near-rings, Near-rings and near- elds (Tubingen, 1985)", North-Holland Math. Stud, 137, pp.35~ (1987), North-Holland,
  5. G. Birkhoof, "Lattice Theory", American Mathematical Society (1940), Colloquium
  6. C. Carpineto, "Information retrieval through hybrid navigation of lattice representations", Int. J. Human-Computers Studies, 45, pp.553~558 (1996)
  7. Y. C even, "bi-derivations of lattices", Quaest. Math, 32(2), pp.241~245 (2009)
  8. Y. C even, "On the trace of a permuting tri-additive mapping in left s-unital rings", Int. J. Pure Appl. Math, 23(4), pp.465~474 (2005)
  9. Yılmaz Ceven, "ON f-DERIVATIONS OF LATTICES", 대한수학회보, 45(4), pp.701~707 (2008), 대한수학회
  10. C. Degang, "Rough approximations on a com- plete completely distributive lattice with applications to generalized rough sets", Inform. Sci, 176(13), pp.1829~1848 (2006)
  11. L. Ferrari, "On derivations of lattices", Pure Math. Appl, 12(4), pp.365~382 (2001)

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