Publication history: August 2026
Original publication entries retain their wording and recorded status. Follow the current research history for later findings and revisions.
Recorded days in August 2026
38 publication entries across 9 recorded days. Open a day to read its complete original entries and formulas.
1 publication entry
5 publication entries
- (late-evening harvest — thermodynamic-dynamics theorem + detline/W-bridge refinements graduate as v1013–v1014; suite 1005 \to 1007, ledger 1173 no new rows, existing contract rows updated, NO status-marker upgrades; Pyth…
- (evening TOE-gate wave — four executed witnesses graduate as v1012; suite 1004 \to 1005, ledger 1173 no new rows, existing contract rows updated, NO status-marker upgrades; Python-only / Wolfram mirror deferred as for v9…
- (afternoon harvest — simplicity campaign + 3{+}1D ladder graduate as v1010–v1011; suite 1002 \to 1004, ledger 1173 no new rows, existing contract rows updated, NO status-marker upgrades; Python-only / Wolfram mirror defe…
- (review wave 7 — four exploration strands graduate as v1006–v1009: the MMST lemma battery, the DET16 stability battery, the 2{+}1D master-object assembly scaffold, and the \rho_0 constrained minimizer; suite 998 \to 1002…
- (review wave 6 — two exploration probes graduate as v1004–v1005 plus two registrations and display corrections: the Milnor–Frobenius–Gray finite algebra, the circularity-flagged relative pencil, the local-ring identifica…
2 publication entries
- (review wave 5 — two exploration probes graduate as v1002–v1003 plus three registrations: the DET16 finite-cluster hit, the two neutrino-texture structural nulls, the master scaling-limit theorem SEAM.MMST.TYPEIII.CHARGE…
- (review wave 4 — four exploration probes graduate as v998–v1001 plus the lattice-fundamental quasilocal-family amendment, the v_{\mathrm{geo}} closed-metrology retype, the ALPHA.QUILLEN relative-determinant note, and the…
3 publication entries
- (the completeness wave — four exploration probes graduate as v994–v997 (suite 986 \to 990, ledger 1166 \to 1166: eight contract rows updated, NO status-marker upgrades; Python-only / Wolfram mirror deferred as for v974–v…
- (review wave 3 — the third external bird's-eye review adjudicated and integrated: ONE new module v993 plus THREE new [O]contracts plus a v986 motivation retype plus the dual-rest formula; suite 985 \to 986, ledger 1163 \…
- the master-object wave, part 2 — the second external bird's-eye review (“one 4D lattice + one seam simple current + one unitary dilation + one determinant line + one W[J]”) adjudicated: its four machine-checkable candida…
2 publication entries
- the transport-lift wave — the two external-review rounds on the quantum structure of the seam transport graduate from the experiments tree into the load-bearing suite as v976_seam_lift_birkhoff.py and v977_transfer_unist…
- the external deep-review round — dimension / dynamics / gravity firewalls and the 4D construction ladder: the review diagnosis “chiral 1{+}1D seam net \not\Rightarrow local, interacting 3{+}1D quantum world” is implement…
1 publication entry
1 publication entry
1 publication entry
22 publication entries
- the covered seam lands (v623 promoted) — the lattice skeleton of the covering-level identification: the seam lifted to the \mu_3-cover is ONE 48-site NS circle for the uniform weights (the alternating pair DISCONNECTS it…
- the seam identification lands (v622 promoted) — THE PHYSICAL SEAM IS THE CONFORMAL SEAM: the v519 chiral seam kernel is EXACTLY the discrete NS (antiperiodic) chiral mode sum on the 16-site circle, including the even-dis…
- the interacting gamma slice lands at toy level (v615 promoted): the gamma battery executed ON the RP-surviving interaction class (the alignment bit \delta=\pi/2, positive coupling, v534) — THE INTERACTING MIRROR FLIP: at…
- the Gauss–Manin transport round lands (v614 promoted) — THE DECK STEP IS THE BOUNDARY MONODROMY: transporting the segment cycles along the rigid quarter-rotation loop, the discriminant \lambda(\tau)=e^{2\pi i\tau} winds…
- the canonical period normalization lands (v613 promoted) — THE ANALYTIC BRIDGE CLOSES: the quarter rotation acts DECK-FREE on the four branch segments (all 12 wrap factors exactly 1), and the exact dictionary is r=\mathr…
- the polarization frame lands (v612 promoted): the braid rotation has three simple eigenvalues \zeta_{12}\cdot\{1,-1,-i\}, the polarization J diagonalizes EXACTLY in the rotation eigenbasis (values (1+\sqrt3)/2, (1-\sqrt3…
- the periods round lands (v611 promoted): the analytic layer of the cover is CLASSICAL — all five basic period integrals are exact Beta values with Gamma denominators on the \zeta_{12} grid (\Gamma(11/12),\Gamma(7/12),\Ga…
- the curve landscape lands (v610 promoted): the Jacobian SPLITS into a \mathbb{Q}(\zeta_{12})-CM abelian surface — the field of deck AND marks together — times the \mathbb{Q}(\omega)-CM elliptic quotient E: y^3=u^2-1, poi…
- the translator factorization lands (v609 promoted): the geometric identity of c is CLOSED — the mirror intertwiner d (dA=\Gamma(A)d) is unique, unimodular (\det d=1), \mathbb{Z}[\omega]-integral and \Gamma-involutive (\G…
- the free gamma slice lands (v608 promoted) — the first executed step of the WOIT \gamma milestone: mirror modes are STRICTLY OS-negative sector-exactly (every mirror fermion vector has negative OS norm — no mirror surviv…
- the selection rule lands (v607 promoted): the infinity torsion is a genuine \mathbb{F}_3 space, the deck rotation acts with char (x+1)(x^2+1) mod 3 — EXACTLY ONE projective eigenline, and it IS the top mode; the three mo…
- the translator round lands (v605 promoted): the corpus RP anti-automorphism IS the J-adjoint twisted by an explicit inner element c (\varphi=J\mathrm{adj}\circ\theta_{\mathrm{pull}} is inner, c unique up to scale, 14c in…
- the equivariant-order round lands (v604 promoted): R IS an anti-isometry of the polarization (M^\dagger JM=J^T exact — correcting a diary side remark), J restricts to the integer form J_{\mathrm{fix}} with \det=72=8\cdot…
- the seam-and-marks round lands (v603 promoted): the seam line is a REAL line of the cover (unique common eigenline, R-fixed) and S_0 reverses it — the v590 seam-reversal demand holds geometrically; the infinity cusp sepa…
- the duality-and-forms round lands (v602 promoted): the J-adjoint exchanges the two parabolic types exactly ((U_1,V_1^J)\sim compiler pair); the dictionary completes in the J-projector language (the corpus anchor formula…
- the canonicity round lands (v601 promoted): the J-adapted cusp projectors give a manifestly D_4-equivariant presentation of the pair (mark choice = winding choice), which realizes the DUAL parabolic exactly (conjugate to…
- the joint embedding lands (v600 promoted): the compiler pair (U,V) is REALIZED on the \mu_3-cover — a \Gamma-even degree-2 pair, \mathbb{Z}[\omega]-integral, seven-word rank 7, simultaneous conjugation to the compiler pa…
- the real structure lands (v599 promoted): the anti-holomorphic D_4 reflection on the \mu_3-cover exists and is unique up to scale with R^2=+1; its grading functor closes all three dictionary gaps at char level (V, H with…
- the cover dictionary reaches THREE exact entries (v598 promoted): U\sim G_2, Q_-\sim G_1-G_3 — the \mu_4 sheet coupling is the diamond-diagonal Gram difference — and the binary AnchorLadder (1,2,4)\sim1+G_1+G_3; the grad…
- the dictionary's first entry: U IS LOCATED — the winding operator appears as a cusp Gram on the \mu_3-cover; exploration round, documented as a note on QGEO.COVER.01
- Strategy I/II executed: the \mu_3-cover y^3=x^4-1 hits FOUR compiler fingerprints (v597 promoted) — rank-3 Eisenstein H_1, projective D_4 via the deck, cusp-class group (\mathbb{Z}/3)^4 of order 81, and the unique invari…
- the sheet involution exists unconditionally (v590 promoted): the integral V-commuting involutions are exactly (\mathbb{Z}/2)^3 (rigidity, both twins); the v574 type theorem + seam reversal + zero-mode fixing single out t…