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Now showing items 1-8 of 8

    • DERIVATIONS ON HYPERLATTICES 

      Ayar Ozbal, S.; Firat, A. (YILDIZ TECHNICAL UNIV, 2018)
      In this paper, we introduced the notion of derivations on hyperlattices and investigated some related properties. Also, we characterized the Fix(d) (L) by derivations.

    • On f-derivations of B-algebras 

      Firat, A.; Ayar Ozbal, S. (Ars Combinatoria, 2011)
      In this paper, we introduced the notion of left-right and right-left f-derivations of a B-algebra and investigated some related properties. We studied the notion of f-derivation of a O-commutative B-algebra and stated some ...

    • ON f-DERIVATIONS OF B-ALGEBRAS 

      Firat, A.; Ayar Ozbal, S. (CHARLES BABBAGE RES CTR, 2011)
      In this paper, we introduced the notion of left-right and right-left f-derivations of a B-algebra and investigated some related properties. We studied the notion of f-derivation of a 0-commutative B-algebra and stated some ...

    • On generalized derivations of incline algebras 

      Ayar Ozbal, S.; Firat, A. (Hacettepe Journal of Mathematics and Statistics, 2014)
      In this paper, as a generalization of derivation of an incline algebra, the notion of generalized derivation in an incline algebra is introduced and some of its properties are investigated in an incline and integral incline ...

    • On generalized derivations of incline algebras 

      Ayar Ozbal, S.; Firat, A. (HACETTEPE UNIV, FAC SCI, 2014)
      In this paper, as a generalization of derivation of an incline algebra, the notion of generalized derivation in an incline algebra is introduced and some of its properties are investigated in an incline and integral incline ...

    • On Generalized Derivations Of Incline Algebras 

      Ayar Ozbal, S.; Firat, A. (2014)
      In this paper, as a generalization of derivation of an incline algebra, thenotion of generalized derivation in an incline algebra is introduced andsome of its properties are investigated in an incline and integral inclinealgebra.

    • Symmetric f bi-derivations of lattices 

      Ayar Ozbal, S.; Firat, A. (Ars Combinatoria, 2010)
      In this paper, we introduced the notion of symmetric f bi-derivations on lattices and investigated some related properties. We characterized the distributive lattice by symmetric f blderivations.

    • SYMMETRIC f BI-DERIVATIONS OF LATTICES 

      Ayar Ozbal, S.; Firat, A. (CHARLES BABBAGE RES CTR, 2010)
      In this paper, we introduced the notion of symmetric f bi-derivations on lattices and investigated some related properties. We characterized the distributive lattice by symmetric f bi-erivations.