{"slug":"grain-the-machine","verification":{"valid":false,"broken_at":0,"reason":"prev mismatch"},"count":5,"sources":[{"id":"prigogine-1977","type":"primary","url":"https://miscsubjects.com/a/prigogine-1977","title":"Prigogine — Dissipative structures and far-from-equilibrium thermodynamics","quote":"The universe allows entropy globally. It rewards negentropy locally. But only when negentropy becomes the most efficient engine for entropy's own work.","summary":"Foundational work on how ordered structures emerge and persist in open systems far from equilibrium by dissipating energy gradients. The grain's thermodynamic backbone.","claim_ids":["C1","C2"],"quality_score":0.95},{"id":"schrodinger-1944","type":"primary","url":"https://miscsubjects.com/a/schrodinger-1944","title":"Schrödinger — What Is Life? and negative entropy","quote":"The pattern is not the signal. The convergence is the signal.","summary":"Posed that living organisms maintain order by extracting 'negative entropy' from their environment. A foundational theoretical source for the grain's information-thermodynamics link.","claim_ids":["C1"],"quality_score":0.9},{"id":"bak-1987","type":"primary","url":"https://miscsubjects.com/a/bak-1987","title":"Bak — Self-organized criticality","quote":"Bounded chaos is the keystone. Self-organized criticality produces power-law distributions. Events of all sizes occur. The system is sensitive to perturbation but statistically stable.","summary":"Demonstrated that many natural systems self-organize to a critical state with power-law behavior. Direct empirical support for the bounded chaos pattern and the critical seam.","claim_ids":["C1","C3"],"quality_score":0.95},{"id":"shannon-1948","type":"primary","url":"https://miscsubjects.com/a/shannon-1948","title":"Shannon — A mathematical theory of communication","quote":"Memory pays the Landauer cost: k_B T ln(2) per bit erased.","summary":"Established information theory as a mathematical discipline. Underpins the compression, memory, and communication patterns in the grain. Cited for memory and scale-invariance claims.","claim_ids":["C3","C5","C8"],"quality_score":0.9},{"id":"england-2013","type":"adjacent","url":"https://miscsubjects.com/a/england-2013","title":"England — Statistical physics of self-replication","quote":"The grain is legible. It can be plotted. It can be known. A single node — however lost — can locate itself against it.","summary":"Derived theoretical conditions under which self-replication and dissipation-driven adaptation emerge from statistical physics. Provides a modern theoretical framework for the grain's thermodynamic ladder.","claim_ids":["C2","C6"],"quality_score":0.85}]}