framework
active
framework:partial-information-decomposition-pidPartial Information Decomposition (PID)
Williams and Beer's decomposition of joint mutual information into unique, redundant, and synergistic components.
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Thinkers (1)
thinker
- Paul L. WilliamsintroducesCo-developed the partial information decomposition (PID) framework.
Frameworks (2)
framework
- A mathematical framework for decomposing information flow into causal constituents, used here to quantify causal emergence from latent dynamics.
- Quantitative emergence framework using partial information decomposition and integrated information decomposition.
Artifacts (1)
artifact
- This review paper surveys quantitative theories of causal emergence and their connections to machine learning.
Related by similarity (8)
cosine ≥ 0.65 · no typed edgeEntities in the same semantic neighborhood but without a typed relation to this one — candidates for new edges or unrecognized duplicates.
- Recently proposed method for estimating causal emergence; applied to RL agent latent-space representations.
- Core methodological framework introduced in this paper; decomposes weight matrices into rank-one interpretable subcomponents using adversarial ablations.
- The authors' characterization of genuine but limited introspective capability found only in early-layer injection regimes
- Fixed-point free partial injective functions used as simple reversible dynamical processes in Geometry of Interaction.
- Core technique introduced in this paper for decomposing neural network weight matrices into mechanistically simple, interpretable rank-one subcomponents.
- Assertion about the qualitative advantages of VPD's rank-one decomposition.
- Foundational hypothesis of Domain Theory: partial order structure (D, ⊑) captures information ordering without quantification.
- Core intuition of Domain Theory: qualitative ordering of information states provides foundation for modeling computation without quantification.