Admissibility frontier · Edition 3

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Dynatology 01: Investigation Protocol

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Why this page is here: the shortest known corpus-link route from an Edition 3 source is:

  1. Explanatory standard: things, reasons, differences and optional readings
  2. Canonical research corpus
  3. Dynatology 01: Investigation Protocol

Dynatology 01: Investigation Protocol

Date: 24 October 2026 Status: required schema for new dynatological investigations

The investigation card

Every new investigation should declare:

DY-ID:
Question:
X — ambient carrier:
A — admissibility predicate:
T — transformations and controls:
J — objective/order and its provenance:
rho — realization/restriction/quotient:
L — dynamics:
D — detector and record law:
I — retained invariants/scars/recovery channels:
R — scale/composition maps:
Conventional comparator:
Nuisance model:
Kill test:
Useful null:
Evidence status:
Open coordinates:

The card is incomplete if it uses words such as “selection,” “collapse,” “emergence,” “optimization” or “observation” without filling the corresponding coordinate.

Admission ladder

D0 — represented possibility

The object exists in a declared mathematical carrier. This is not physical admission.

D1 — admissible object

The object satisfies the stated constraints. Record whether admissibility is algebraic, causal, positive, gauge-theoretic, topological, thermodynamic, computational or experimental.

D2 — viable and reachable object

An allowed trajectory preserves admissibility and reaches the target from declared initial data with declared controls and resources.

D3 — selected object

A sourced objective, instability, boundary datum or feedback law reduces the admissible family. Record whether the result is a unique point, finite orbit, manifold, metastable basin or distribution.

D4 — realized dynamics

An action, generator, stochastic kernel or effective evolution is supplied. Kinematic compatibility does not pass this gate.

D5 — observational closure

The detector map, nuisance parameters and record law are specified. Identifiability is tested after detector folding, not before it.

D6 — scale and composition stability

The claim survives or has a controlled transformation under serial composition, coarse-graining, renormalization, finite-size scaling and changes of observational resolution.

D7 — frontier interpretation

Only after D0--D6 may a result be assessed as conventional physics, useful emulator, candidate bridge or new-physics evidence.

Scar card

Whenever \(\rho\) or \(D\) is non-injective, attach the existing quotient-scar card:

\[ (X,G,\rho;\ker\rho,\operatorname{im}\rho; I_{\mathbb R},I_{\mathbb Z};K(t);D;\text{kill test}). \]

The answer “no scar survives” is valid and must remain available. The pure 0 BF result is the canonical complete-erasure control.

Objective-provenance gate

For any optimization claim, answer all five questions:

  1. What is optimized?
  2. In which units and metric?
  3. What physical mechanism evaluates or follows the objective?
  4. Which constraints define the feasible region?
  5. Can another admissible objective select a different outcome while preserving the same kinematics?

If the fifth answer is yes and no independent principle chooses among objectives, the result is a family of possible models, not a derivation.

Required adversarial controls

Stop rules

Stop a branch when:

A stopped branch remains valuable when it yields a no-go theorem, detector requirement, useful conventional null or precise reopening gate.

Promotion language

Use the weakest accurate verb:

VerbRequired content
representsobject exists in \(X\)
admitsobject lies in \(A\)
reachesallowed \(T\)-path exists
selectssourced \(J\) or dynamics breaks the degeneracy
realizesphysical carrier/action supplies the structure
observescalibrated \(D\) identifies it
recoversadded records distinguish fibers of a prior quotient
survivestyped invariant persists under \(R\)
predictsheld-out record law follows without refitting

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