question
active
question:to-what-extent-can-physical-systems-learn-by-exploiting-typically-local-natural-processes-without-any-explicit-cost-functionTo what extent can physical systems learn by exploiting typically local natural processes without any explicit cost function?
Central research question defining the scope of physical learning; asks about achievable learning under locality constraints
Source paper
extracted_from(2022) · Menachem Stern · Arvind Murugan
Neighborhood — ranked by edge-count
Claims (1)
claim
- Core theoretical claim establishing that locality constraints in physical learning are not fatal—they reflect biological precedent and provide advantages like robustness and scalability
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.
- Load-bearing statement asserting that sensitivity to the whole is the essential requirement for generating novel living structure.
- Positions living process as an refined version of innate human creativity, not an artificial imposition.
- Foundational definition of physical learning system components; load-bearing for understanding the entire framework
- Extension of the Universality Hypothesis to consciousness: if consciousness solves a well-defined computational problem, different systems will discover it independently
- Evolution learns to generalize beyond default morphologies, producing problem-solving machines.claim0.750Argues that evolutionary learning goes beyond specific adaptations.
- Claim about broader applicability of the scaling argument
- One of the updates about prosaic ML simulation.