Permuting tri-derivations in lattices

Permuting Tri-derivations in MV-algebras

“…In [15], Öztürk achieved some results by introducing the idea of permuting tri-derivations in rings. After, Öztürk et al studied the permuting tri-derivations in lattices [14]. Further, permuting skew 3-derivations, permuting skew n-derivations in rings have studied and commutativity of a ring satisfying certain identities involving the trace of permuting n-derivations (see [3], [9], [10]).…”

Some Results on Fixed Sets and Kernel Sets of Permuting \(n\)-\((f ,g)\)-derivation of Lattices

“…The concept of derivation in lattices has been generalized in several ways by various authors (see [1-3, 5, 10, 12]). In [8], Öztürk et al introduced the permuting tri-derivations in lattices. Yazarli and Ozturk [13] generalized the permuting tri-derivations to permuting tri-f -derivations.…”

Generalized Permuting Tri-derivations On Lattices

“…In [ 6 ] Y. Ceven applied the notion of generalized symmetric bidervations on lattices and introduced some properties of it, while M.A. Ozturk in [10] introduce the notions of permuting tri derivations in lattices and some affectioned peculiarities are studied .…”

“…In the article, we apply the notion of generalized permuting tri derivations and looking for some related properties which is canvassed in [6] and [ 10 ] .…”