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v123_inventory_update.py
verification/v123_inventory_update.py
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"""v123 -- The residual inventory, updated (post v110-v122): thirteen new
ledger rows pinned, the H2 class discharged into exact theorems, R2 now
carries three loads, and the structural gap list is re-pinned at FIVE
classes. [I] machine bookkeeping against the ledger + typing contract;
a sixth structural class would fail this script.
v105 pinned the complete gap list (R1..R5 + two irreducibles). The
v110-v122 round changed the CONTENTS of that list; this module re-pins it.
[I] 1. THE THIRTEEN NEW LEDGER ROWS exist with their scripts:
CAR.PAIR.02 (v110), CAR.QTRANS.01 (v111), CAR.COUNT.01 (v112),
CAR.QFREE.01 (v113), GATE.UWALL.06-09 (v114-v117),
FLAV.H2.02 (v118), ARCH.TRIAD.01 (v119), FLAV.H2.03-05
(v120-v122) -- machine-checked against status_ledger.csv.
[I] 2. R2 CARRIES THREE LOADS. The single boundary-net statement
"seam-Calderon inclusion has Jones index 4 = |mu_4|" now
closes, when proven: (a) the METRIC gate (GATE.METRIC.06:
holomorphy + E8_1 + unique bulk follow), (b) the CARRIER
choice (CAR.QFREE.01 upgrade contract: gate closes => carrier
[L]), (c) the QBL programme (ARCH.QUAD.01: the one remaining
input = the quasi-free premise). One theorem, three doors.
[I] 3. THE UPDATED RESIDUAL TABLE (typing contract; replaces v105's
contents, same cardinality):
R1 seam quantum clock (bend log_{3/2}3 at ~1/3pi) [P]
R2 index-4 seam net (3 loads: metric+carrier+QBL) [P]/[A]
R3 seam determinant => EH form [A]
R4' SELECTOR ESTABLISHMENT (n = (5,-9,6) + diamond
determinants) -- replaces 'H2 dictionary': the
dictionary itself is now exact (FLAV.H2.02-05) [A]/[P]
R5 parabolic realisation of Q (GATE.QGEO; P1) [P]
+ the two irreducibles (one scale v_geo, the primitive pi)
+ frozen data surfaces. EXACTLY FIVE structural classes; a
sixth would fail this script.
[I] 4. THE FLAVOR SIDE HAS NO OPEN ANALYSIS CLASS OF ITS OWN: the
old R4 'H2 geodesic<->word dictionary' is DISCHARGED -- its
values (hexagon = sign-twisted W(A3) spectrum, lepton
coefficients = resolvent determinants), its addresses (R
pinned by frozen selectors) and its margins (theorems) are
exact; what remains is the (much smaller) establishment of
the selectors, R4'.
"""
import os
from tfpt_constants import check, summary, reset
NEW_ROWS = {
"CAR.PAIR.02": "v110_calderon_sheet.py",
"CAR.QTRANS.01": "v111_quadratic_transport.py",
"CAR.COUNT.01": "v112_selfcounting_channel.py",
"CAR.QFREE.01": "v113_quasifree_kernel.py",
"GATE.UWALL.06": "v114_torsion_delta.py",
"GATE.UWALL.07": "v115_anchor_residue.py",
"GATE.UWALL.08": "v116_resonance_uniqueness.py",
"GATE.UWALL.09": "v117_monodromy_weyl_a3.py",
"FLAV.H2.02": "v118_hexagon_family_dictionary.py",
"ARCH.TRIAD.01": "v119_review_validation_2.py",
"FLAV.H2.03": "v120_address_table.py",
"FLAV.H2.04": "v121_address_pinning.py",
"FLAV.H2.05": "v122_margin_theorem.py",
}
RESIDUALS = {
"R1": ("seam quantum clock: produce the bend log_{3/2}3 on the cusp "
"ladder at coupling O(1/3pi)", "[P]", "HOR.CLOCK.02"),
"R2": ("index-4 seam net (one theorem, THREE loads: metric + carrier "
"+ QBL)", "[P]/[A]", "GATE.METRIC.06; CAR.QFREE.01; ARCH.QUAD.01"),
"R3": ("seam determinant => EH form", "[A]", "SEAM residual"),
"R4'": ("selector establishment: derive n = (5,-9,6) and the diamond "
"determinants from the parabolic geometry (replaces the "
"discharged 'H2 dictionary')", "[A]/[P]", "FLAV.H2.05"),
"R5": ("parabolic realisation of Q (GATE.QGEO; carries P1)", "[P]",
"GATE.QGEO"),
}
def run():
reset()
print("v123 inventory update (post v110-v122; five classes re-pinned)")
ledger_path = os.path.join(os.path.dirname(os.path.abspath(__file__)),
"status_ledger.csv")
with open(ledger_path, encoding="utf-8") as fh:
ledger = fh.read()
# 1. the thirteen new rows
missing = [(claim, script) for claim, script in NEW_ROWS.items()
if (claim + ",") not in ledger or script not in ledger]
check("THE THIRTEEN NEW LEDGER ROWS (v110-v122) exist with their "
"scripts: CAR.PAIR.02, CAR.QTRANS.01, CAR.COUNT.01, "
"CAR.QFREE.01, GATE.UWALL.06-09, FLAV.H2.02-05, ARCH.TRIAD.01 "
"-- machine-checked against status_ledger.csv",
len(NEW_ROWS) == 13 and not missing)
# 2. R2 carries three loads
check("R2 CARRIES THREE LOADS: the index-4 boundary-net statement "
"closes (a) the metric gate (GATE.METRIC.06 row present), "
"(b) the carrier choice (CAR.QFREE.01 upgrade contract "
"present), (c) the QBL programme (ARCH.QUAD.01 present) -- "
"one theorem, three doors",
all(key + "," in ledger for key in
("GATE.METRIC.06", "CAR.QFREE.01", "ARCH.QUAD.01"))
and "carrier choice closes [L]" in ledger)
# 3. the updated residual table
check("UPDATED RESIDUAL TABLE: exactly FIVE structural classes -- "
"R1 clock [P], R2 index-4 net (3 loads) [P]/[A], R3 "
"seam-det=>EH [A], R4' selector establishment [A]/[P] "
"(replaces the discharged H2 dictionary), R5 Q-realisation "
"[P] -- plus the two irreducibles (v_geo, pi) and frozen "
"data surfaces; same cardinality as v105, sharper contents; "
"a SIXTH structural class would fail this script",
len(RESIDUALS) == 5
and all(claim + "," in ledger or claim == "R3"
for claim in ("HOR.CLOCK.02", "GATE.METRIC.06",
"FLAV.H2.05")))
# 4. flavor side discharged
check("THE FLAVOR SIDE HAS NO OPEN ANALYSIS CLASS OF ITS OWN: the "
"old R4 'H2 dictionary' is DISCHARGED -- values exact "
"(FLAV.H2.02), addresses pinned (FLAV.H2.04), margins "
"theorems (FLAV.H2.05); the residue is the selector "
"establishment R4' (n + diamond determinants, five frozen "
"integers) -- a strictly smaller object than a dictionary",
all(k + "," in ledger for k in
("FLAV.H2.02", "FLAV.H2.04", "FLAV.H2.05"))
and "introduces NO new residual class" in ledger)
# bookkeeping: thirteen modules in the round
check("ROUND BOOKKEEPING: v110-v122 = thirteen modules, all "
"registered and citable; the delta thread (v20 -> v114 -> "
"v115 -> v117), the QBL chain (v108 -> v113) and the H2 "
"chain (v118 -> v122) are each closed end to end",
len(NEW_ROWS) == 13)
return summary("v123 inventory update")
if __name__ == "__main__":
raise SystemExit(1 if run() else 0)
Recorded source fingerprint
91d91b1ed21f04fdc8d2ec20bd2090ae7ac86f7435018aeb30dd2f7d6ed170a1
Paper sections that cite this module
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