Journal of Generalized Lie Theory and Applications

Volume 19, Issue 5 (2025)

Short Communication Pages: 1 - 3

Advancements in Lie Theory and Generalizations

Lucas Oliveira*

DOI: 10.37421/1736-4337.2025.19.512

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Brief Report Pages: 1 - 3

Lie Superalgebras: Structure, Applications, Advances

Giacomo Verri*

DOI: 10.37421/1736-4337.2025.19.523

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Brief Report Pages: 1 - 3

Lie Superalgebras: Representations, Structure, and Physics

Linnea Sund*

DOI: 10.37421/1736-4337.2025.19.524

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Commentary Pages: 1 - 3

Graded Lie Algebras: Structure, Classification, Applications

Abril Nunez*

DOI: 10.37421/1736-4337.2025.19.525

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Commentary Pages: 1 - 2

Lie Superalgebras: Structure, Classification, Physics Frontiers

Anke Brandt*

DOI: 10.37421/1736-4337.2025.19.526

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Opinion Pages: 1 - 3

Lie Superalgebras: Theory, Representations, Physics, Challenges

Thiago Morel*

DOI: 10.37421/1736-4337.2025.19.527

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Opinion Pages: 1 - 3

Graded Lie Algebras: Structure, Cohomology, Representations

Haruto Kobayashi*

DOI: 10.37421/1736-4337.2025.19.528

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Opinion Pages: 1 - 3

Graded Lie Algebras: Foundations, Classification, Applications

Emilia Rossi*

DOI: 10.37421/1736-4337.2025.19.529

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Perspective Pages: 1 - 3

Graded Lie Algebras: Classification, Deformations, Theory

Hugo Lefevre*

DOI: 10.37421/1736-4337.2025.19.530

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Short Communication Pages: 1 - 3

Leibniz Algebras: Diverse Structures and Theories

Alina Vogel*

DOI: 10.37421/1736-4337.2025.19.531

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Google Scholar citation report

Citations: 2314

Journal of Generalized Lie Theory and Applications received 2314 citations as per Google Scholar report

Volume 19, Issue 5 (2025)

Advancements in Lie Theory and Generalizations

Lie Superalgebras: Structure, Applications, Advances

Lie Superalgebras: Representations, Structure, and Physics

Graded Lie Algebras: Structure, Classification, Applications

Lie Superalgebras: Structure, Classification, Physics Frontiers

Lie Superalgebras: Theory, Representations, Physics, Challenges

Graded Lie Algebras: Structure, Cohomology, Representations

Graded Lie Algebras: Foundations, Classification, Applications

Graded Lie Algebras: Classification, Deformations, Theory

Leibniz Algebras: Diverse Structures and Theories

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Google Scholar citation report

Citations: 2314

Journal of Generalized Lie Theory and Applications peer review process verified at publons

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