This research examines symmetric f-biderivations in lattices, revealing their properties and implications for distributive and modular lattices.
Recently, the concept of lattice derivation has been reintroduced in the examination of a variety of issues. The intention of the current research is to examine the structure of symmetric f-biderivation on lattices and to provide a description of some related properties. Furthermore, symmetric f-derivations are used to characterize the distributive and modular lattices in the domain of f-biderivations and explore the features of kernel.
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Almuhaimeed et al. (2025) studied this question.
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