On Permuting Z_4-f and Z_4-(f,g)- Derivations of Lattices
Bashir Abdul
Funmilola Balogun
Peter Chinedu
Abstract
The aim of this paper is to extend results on derivation of lattices by introducing permuting Z_4-f and Z_4- (f,g)-derivations. The ideas of modular identity, isotone derivations and trace of permuting Z_4-f and Z_4- (f,g)-derivations are investigated. Conditions that establish the distributive property and other related properties are studied, and new results are presented.
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