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Permuting Generalized f-Triderivations on Lattices

Author

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  • Areej Almuhaimeed
  • Faiza Shujat
  • Abu Zaid Ansari

Abstract

G. Szász initially proposed the idea of lattice derivation, and it has since been revived in the study of other problems in various branches of mathematics and applied sciences. The intention of the current research is to examine the structure of permuting generalized f-triderivation linked with permuting f-triderivation on lattice T,∧,∨ and to provide a description of some related properties. Furthermore, the trace of permuting generalized f-triderivations and permuting f-triderivations is used to characterize distributive and modular lattices utilizing the greatest element of T.

Suggested Citation

  • Areej Almuhaimeed & Faiza Shujat & Abu Zaid Ansari, 2026. "Permuting Generalized f-Triderivations on Lattices," Journal of Mathematics, Hindawi, vol. 2026, pages 1-6, May.
    • Handle: RePEc:hin:jjmath:5642370
    DOI: 10.1155/jom/5642370
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