Established in scope
Existing whole Clifford field/time map and complete kernel evaluated
In the question: Original TFPT source versus DET16 mirror vertex
Whole GIVEN normal-independent classical-Phi Clifford source,no newly chosen source. Separate positive H,HS Liouvillian,normal transport. Esea finite only;original kappa/reference/eta/domain bound. No primitive physical Sadm value computed,no whole Sadm=Gaussian assumption.
Read the exact result, assumptions and evidence
Result
Actual T_faces and old charged field a_old=b(Q+f)+d*(barQ-f) give full four-slot map iotac=aR*−aL*+aR−aL with SAME t,reflection/all96 couplings. Given h=A gamma−i gamma Phi:finite Qraw=⊕Lambda^n exp(-th),Qheat=exp(tEsea)Qraw;all entries are minors,whole coherent kernel exp(tEsea)exp(bareta exp(-th)xi). Intrinsic infinite Eexc=h+⊕(-bar h-),H=dGamma Eexc,Qheat=e^-tH. Whole bounded even multi-time words/HS Gram controlled. Every actual linear16CAR map has whole rest-valued H_F0=0 by R105/R107. On the actual finite constant scalar Fourier block,h_p=p gamma−i gamma Phi,R_p=sqrt(p²I+Phi²),exp(-t h_p)=cosh(tR_p)−h_p sinh(tR_p)/R_p;the continuous ratio at0 is t. All original Phi couplings remain. Variable coefficients retain −i[A,Phi];no bounded infinite raw positive transfer from exp(-th) is claimed.
Required assumptions
- Do not identify source types
Observable algebra, OS reflection, state, collar operator, time evolution, carrier connection, family holonomy, and readout are distinct data until an original map relates them.
- Complete data of both product-collar faces
A selfadjoint B occurs in an exact normal-independent product equation. The full orthogonal L2 Cauchy graph projection of both labeled faces, their actual fiber identification and independently known positive normal length ell are supplied. Selection of these data from P1/P2 is not presumed.
- Geometric Clifford boundary with explicit changed complex structure
Assume the existing free product class B=Gamma A or actual smooth tangential odd finite coefficient B_Phi=Z A-S Phi with total grading Z tensor gamma_F. Apply the standard Clifford boundary functor on the underlying real space with NEW complex structure Ical=i_old Gamma_tot and real structure C0=i_old gamma_n; the dual face has -C0. C0 is old-linear and new-antilinear,not identified with original charge J. This differs from full complex CAR quantization of both independent normal copies. State conclusions use the full graph as the actual quantum covariance in this functor. Its physical selection from P1/P2 is not presumed proved; Phi is a fixed classical background. Keep the fixed normal-independent product collar; a(theta) is smooth Hermitian and even,Phi(theta) smooth Hermitian and odd. No quantization of these bosonic backgrounds.
Original evidence
- SEED-FIELD.txt lines 1–200
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/original-local-source-variable-background-20261102/SEED-FIELD.txt
db9d551297ad797c51b8fef682db85f13a08cbb289592e238289b17e59b66a0b
- SEED-FIELD.txt lines 201–352
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/original-local-source-variable-background-20261102/SEED-FIELD.txt
db9d551297ad797c51b8fef682db85f13a08cbb289592e238289b17e59b66a0b
- REVIEW-L.txt lines 1–161
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/original-local-source-variable-background-20261102/REVIEW-L.txt
40d7e1ff9c1ac131dbd71bfe5a352e0f3ea12c4d963e412fad1d106e7e751ed1
- KONSTANTER-ORIGINALBLOCK-REVIEW.txt lines 1–48
Source checked at this snapshot
Original location and fingerprint
experiments/theory-contracts/original-local-source-variable-background-20261102/KONSTANTER-ORIGINALBLOCK-REVIEW.txt
57121bb746176a48e331ce7c650b45adb2643c280d9b31df7d5b973307badd85
finding:l-existing-whole-clifford-field-time-map-has-complete-transfer-kernel