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- 2020.1
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In this paper, we introduce the notion of symmetric bi-f- derivation of lattice implication algebra and investigated some related properties. Also, we prove that if D is a symmetric bi-f-derivation of L, then D(x → y,z) = f(x) → D(y,z) for all x,y,z ∈ L.
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참고문헌 (14)
참고문헌 신청
L. Bolc / 1994 / Many-Valued Logic / Springer
Yılmaz Ceven / 2008 / ON f-DERIVATIONS OF LATTICES / 대한수학회보 45(4):701~707
Alev Firat / 2010 / On f-derivations of BCC-algebras / Ars Combinatoria, XCVIIA :377~382
J. A. Goguen / 1969 / The logic of inexact concepts / Synthese 19:325~373
S. D. Lee / 2013 / On derivations of lattice implication algebras / Ars Combina-toria 108:279~288
Yılmaz Ceven / 2008 / ON f-DERIVATIONS OF LATTICES / 대한수학회보 45(4):701~707
Alev Firat / 2010 / On f-derivations of BCC-algebras / Ars Combinatoria, XCVIIA :377~382
J. A. Goguen / 1969 / The logic of inexact concepts / Synthese 19:325~373
S. D. Lee / 2013 / On derivations of lattice implication algebras / Ars Combina-toria 108:279~288
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