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January 27, 2026Journal of Pure and Applied Algebra

Entropy and polynomial entropy of derived autoequivalences of derived discrete algebras

Tomasz Ciborski

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Key Points

The study investigates polynomial entropy in derived categories, revealing significant relationships among autoequivalences.
It highlights the connections between derived functors and the entropy measures, posing essential questions about category behavior.
Assessment of derived autoequivalences shows that they may exhibit rich entropy structures, impacting algebraic understanding.
Findings could support further exploration in category theory, leading to possible advancements in algebraic frameworks.

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Implication

Analyzes polynomial entropy in derived autoequivalences of derived discrete algebras, suggesting deeper category insights.

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Cite This Study

Tomasz Ciborski (2026) studied this question.

synapsesocial.com/papers/69a75b2bc6e9836116a22015 https://doi.org/10.1016/j.jpaa.2026.108185

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