XYPHERS GROWTH EVIDENCE MAP

Articles
  An Equation of State and the Growth of a Xypher
  What is a Xypher? (Core Thesis, "The organism gains a metabolism")

Read
  CAL-ALPHA-0-Boundary.md declares the exact reservoir-coupled family and
  its admission gates.
  CAL-ALPHA-0-Result.md records eight exact cases in which the reservoir
  thermometer T_R = lambda / ln(b) and the unique rate-derived temperature
  T_LDB agree, plus nineteen preregistered controls.
  CAL-ENDO-1-Boundary.md declares the adaptive construction, the hidden
  traffic thermometer, the repair episodes, and the controls.
  CAL-ENDO-1-Result.md records three adaptive graphs that begin without a
  temperature and build shell counts 1, b, b^2, b^3 for b = 2, 3 and 4. A
  reciprocal sector hidden from the builder recovers the same temperature,
  and every declared repairable defect is restored. All fifteen gates and
  all twenty-two controls returned their required classification.

Inspect and run
  source/xypher-alpha-tau-proof/ and
  source/xypher-endogenous-thermodynamics-proof/ are the dependency-free
  Rust crates that produced those results. RUN.txt gives the commands and
  the expected results.

Provenance
  Every file except README.txt, RUN.txt and SHA256SUMS is an exact copy of
  the original at thaim commit 93f14e7d:
    research/physics/derivable/xypher-alpha-tau-constitutive-boundary.md
    research/physics/derivable/xypher-alpha-tau-constitutive-result.md
    research/physics/derivable/xypher-endogenous-thermodynamics-boundary.md
    research/physics/derivable/xypher-endogenous-thermodynamics-result.md
    research/physics/xypher-alpha-tau-proof/
    research/physics/xypher-endogenous-thermodynamics-proof/
  The endogenous crate carries its own FROZEN-SOURCE.sha256, recorded before
  execution. Frozen files keep their historical identifiers, including TAU
  for the receipt now called THAIM and Praxor for the Praxion.

Scope
  Both are exact finite constructions, not fitted simulations. No random
  seed, numerical tolerance or trajectory length chooses the temperature.

  CAL-ALPHA-0 shows that, in its declared family, the reservoir relation is
  the operational temperature and the receipt formula is not an equation of
  state. It does not establish a network-size scaling law, THAIM as heat or
  work, or a joule calibration.

  CAL-ENDO-1 shows that adaptive digital graphs can build and repair the
  energy-multiplicity relation that grounds their own temperature. Its
  alphabet, construction grammar, energy quantum and lawful rewrites are
  designed rather than discovered, and the grammar fixes b. Repair is a
  finite driven episode drawing on a named work store. The future-entropy
  readout Delta S_tau is not identified with the state-count entropy used
  here, and THAIM and Xi are not instantiated. The next question, stated in
  the result, is whether generic adaptive dynamics select such a grammar
  without having it installed.

Hashes
  SHA256SUMS covers this directory except the checksum file itself.