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  "citation": "Taylor, B. P. (2026). Dynamic Models of Segregation. The Necessary Tangle, release 0.37. https://transduction.systems/entries/publication_fpcs_037/",
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    "title": "Dynamic Models of Segregation",
    "summary": "A move changes the neighbours and possible moves of others. The article examines line, spatial-grid, compartment, and tipping models; its outcomes depend on how neighbourhoods, thresholds, vacancies, groups, and movement are specified. A board result is not a quantitative estimate for an actual community.",
    "canonical_definition": "An investigation of how local composition requirements, movement rules, and interaction can produce aggregate segregation patterns, using several distinct abstract models.",
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      "An acceptance threshold, a movement rule, and a measured spatial outcome are different parts of the explanation.",
      "A position-relative neighbourhood differs from a shared fixed compartment. The article is not one universal checkerboard algorithm.",
      "Satisfaction with a stipulated rule is not justice. Composition preferences in these examples can be discriminatory even when complete separation is not demanded."
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      "Original model example: the illustrated 13×16 grid uses up to eight surrounding squares and a requirement that at least half of occupied neighbours have the resident's type. In the reported run, residents without an opposite-type neighbour rise from 13 of 138 to 54 of 138. This is one artificial-board outcome.",
      "Fictional editorial inquiry: define an abstract token-placement rule, vacancies, boundary cases, tie-breaking order, and a move limit. Vary the starting arrangement and acceptance threshold; record cycles or lack of a suitable vacancy rather than assume convergence.",
      "Editorial transfer limit: investigate actual categories, institutional constraints, unequal power, coercion, and alternative causes. A similar-looking distribution is not evidence that the board mechanism explains it."
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