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decker-lesser-1995-gpgp-taems

Apply GPGP/TAEMS coordination as local-scheduler constraints under explicit task, view, commitment, and delivery assumptions. NOT for assuming global task visibility, reliable delivery, or modern execution authority.

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包含的文件(14)

  • SKILL.md3.8 KB
  • _book_identity.json410 B
  • _raw_response.md99.5 KB
  • CHANGELOG.md931 B
  • examples/gpgp_local_models.py1.9 KB
  • examples/INDEX.md189 B
  • references/commitments-as-social-contracts.md3.6 KB
  • references/coordination-as-constraint-posting-not-control.md3.3 KB
  • references/no-universal-coordination-mechanism.md2.7 KB
  • references/overhead-as-first-class-design-concern.md2.2 KB
  • references/subjective-views-and-partial-information.md2.4 KB
  • references/substrate-choice-and-fixture-boundary.md2.1 KB
  • references/task-decomposition-through-relationship-types.md3.4 KB
  • references/termination-and-quiescence-in-distributed-coordination.md2.7 KB

SKILL.md(原文)

安装前可以查看交给 AI 代理的指令内容。

GPGP/TAEMS: a family of local-scheduling coordination mechanisms

Decker and Lesser’s 25-page UMass Technical Report 94-14, cover dated 1995-08-09, describes an extensible GPGP family over subjective TÆMS task structures. It is distinct from the shorter ICMAS-95 conference version. The coordination module exchanges selected views/results, posts commitments, invokes the existing local scheduler, and communicates revisions; it does not centrally assign actions or prove global completion.

The initial mechanisms are M1 non-local viewpoints, M2 results, M3 exact simple redundancy, M4 hard predecessor relationships, and M5 positive facilitates relationships. M3 depends on stated MAX-QAF and exact-duplicate assumptions; MIN is not an interchangeable redundancy rule. Hinders is not handled by these five.

flowchart LR
  V[Subjective task view] --> D[Detect relevant relationship]
  D --> M{M1 M2 M3 M4 or M5?}
  M -->|M1| I[Exchange selected non-local views]
  M -->|M2| J[Communicate required results]
  M -->|M3 M4 M5| C[Post or revise applicable commitments]
  I --> Q
  J --> Q
  C --> S[Local scheduler returns schedule or alternative]
  S --> R[Communicate selected change or available result]
  R --> Q{Local quiescence conditions clear?}
  Q -- no --> V
  Q -- yes --> L[Local task-group stop only]
flowchart TD
  X[Two exact duplicate methods quality 0.8] --> A{QAF}
  A -- MAX --> B[One selected executor can supply result]
  A -- MIN --> C[Missing required child keeps parent low]
  B --> D[Shared tie-break and result delivery]
  C --> E[Do not call this simple redundancy]

Constructed fixtures

  • MAX/MIN: for two equivalent results 0.8, MAX(0.8,0.8)=0.8; a missing MIN-required child remains a gap.
  • Hard predecessor: A estimates quality 40 by local time 7 and, under an explicitly assumed one-unit communication delay, sends C(DL(p,40,8)) to B. A later violation requires a communicated alternative or NIL.
  • Local quiescence: an idle A with an outstanding commitment or expected B result is not locally quiescent. Local quiescence does not prove global termination.

Navigation

Evidence boundary

Primary source: Decker & Lesser, Designing a Family of Coordination Algorithms, UMass CS TR 94-14, §§1–5 targeted-read via the official institutional PDF on 2026-09-24. Table 2 symbolic coefficients and some equations were not visually recovered, so this skill does not repeat them. Report simulations use generated abstract episodes, not production services or a global-optimality guarantee.

See substrate choice and fixture limits before implementing schedule selection; a strict no-violation filter is a different policy.

Bundle navigation

examples index.

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