What question did this study set out to answer?

The aim is to study identities related to left generalized derivations within the context of commutative near-rings.

Identities related to left generalized derivations in near-rings

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This article explores identities involving left generalized derivations in commutative near-rings, indicating significant advancements in the field.

The aim is to study identities related to left generalized derivations within the context of commutative near-rings.
Analysis of commutative near-rings through the lens of left generalized derivations.
Generalization of previous findings from the literature.
Provision of examples to illustrate the importance of underlying assumptions.
Generalized several existing results in the field of near-rings.
Contributed new insights into the identities related to left generalized derivations.
Supported claims with examples demonstrating necessary assumptions.

Boua et al. (2026) studied this question.

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This article explores identities involving left generalized derivations in commutative near-rings, indicating significant advancements in the field.