Fourth Edition of the International Conference on Research in Applied Mathematics and Computer Science ICRAMCS 2022
 March 24-25-26, 2022
Online and Face-to-Face Conference

ICRAMCS, 4 (2022) | Proceedings ISSN: 2605-7700

Research Communication | Open Access
Volume 2022 | Communication ID 533
Some results concerning generalized permuting f-n-derivations on lattice
Latifa Bedda, Abdelkarim Boua, Abdelhakim Chillali
Academic Editor: Youssef EL FOUTAYENI
Received
Accepted
Published
February 18, 2022
March 03, 2434
April 15, 2434

Abstract: The notion of Lattice theory first introduced by Birkhof [1]. The properties of lattices were studied by some authors [4]. The notion of derivation for lattice is introduced by X.L. Xin et al [2] and some related properties are discussed. Multiderivations (e.g., bi-derivations, 3-derivations, or n-derivations, in general) have explored by some authors. Our research was mainly motivated by studies in [5,6]. In this communication, we introduce the notion of permuting f-n-derivations on lattice and the notion of generalized permuting f-n-derivations on lattice associated with permuting ...