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October 15, 2025Open Access

A Lie Bracket on the Space of (Right) Biderivations of a Lie Algebra

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Authors

ABAlfonso Di BartoloGRGianmarco La Rosa

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Overview

Analysis reveals properties of right biderivations in lie algebras, suggesting links to deformation theory.

Key Points

  • Right biderivations introduce a new perspective on algebraic structures, expanding derivation concepts in lie algebras.
  • The research explores symmetric and skew-symmetric cases, providing coherence in understanding their framework.
  • Constructing lie groups related to biderivations links infinitesimal symmetries to global structures, enhancing theoretical insights.
  • Findings imply potential applications in generalized symmetry studies and deformation theory in algebraic contexts.

Cite This Study

Bartolo et al. (2025) studied this question.

synapsesocial.com/papers/68ef858cc6a308ba06355505https://doi.org/10.48550/arxiv.2507.12089
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