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Annoy Sengupta

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Preprint Sep 2026

Tree Bricks and Finite Tree Automata

Let $\Lambda=KQ/I$ be a finite-dimensional zero-relation algebra. We encode Crawley--Boevey tree modules over $\Lambda$ by finite rooted trees labelled by arrows of $Q$ and their formal inverses, and construct a deterministic finite bottom-up tree automaton recognizing exactly these encodings. We define an accepted tre...

Annoy Sengupta · 0 citations

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