claim
active
claim:active-inference-describes-the-dynamics-of-systems-that-persist-at-non-equilibrium-steady-state-and-that-can-be-statistically-segregated-from-their-environment-via-a-markov-blanket

Active inference describes the dynamics of systems that persist at non-equilibrium steady-state and that can be statistically segregated from their environment via a Markov blanket.

Sets the theoretical grounding in Section 2.

Source paper

extracted_from
Active inference on discrete state-spaces: a synthesis
(2020) · Lancelot Da Costa · Thomas Parr · Noor Sajid · Sebastijan Veselic +2

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framework
  • A foundational variational principle from statistical physics that formalizes how self-organizing systems maintain structural integrity and adapt to their environment by minimizing free energy—a mathematical bound on surprise or prediction error. Originally developed by Karl Friston, the framework unifies action, perception, and learning as processes of active inference, where systems both update internal models of the world and act upon it to reduce the divergence between predictions and observations.

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cosine ≥ 0.65 · no typed edge

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