New paper uses Krohn-Rhodes decomposition to unpack what 'understanding a neural circuit' means
neurovium · x · 2026-10-10
The author shares the paper Connectomes, Dynamics, and the Algebra of Computation, which applies Krohn-Rhodes and holonomy decomposition to tease apart the compositional structure of canonical recurrent neural motifs, addressing what it actually means to 'understand' a neural circuit—an algebraic take echoing 'More Is Different'.
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