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February 5, 2026Journal of Pure and Applied Algebra

Skew Symmetric Extended Affine Lie algebras

S. Eswara Rao Priyanshu Chakraborty

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Key Points

The study uncovers properties of skew symmetric extended affine Lie algebras, providing insights into their structure and applications.
Key findings reveal that these algebras contribute significantly to understanding module categories within representation theory.
Exploration involves theoretical analysis of algebraic structures, focusing on extensions and their implications for broader mathematical frameworks.
This exploration may encourage further research into representation theory, showing the potential of these algebras in advanced mathematical studies.

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Implication

Analysis reveals properties of skew symmetric extended affine Lie algebras, indicating their role in representation theory.

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Cite This Study

Rao et al. (2026) studied this question.

synapsesocial.com/papers/69a7674cbadf0bb9e87e0578 https://doi.org/10.1016/j.jpaa.2026.108188

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