TITLE:
Paper III in the NMSI_CMB Series: The Cosmic Microwave Background Is Not a Fossil Relic: Experimental Evidence That CMB Is Active Coherent Re-Emission Generated Here and Now through Antiphase Oscillation of PON-C with RON
AUTHORS:
Sergiu Vasili Lazarev
KEYWORDS:
Cosmic Microwave Background, PON-C (Plasmatic Oscillatory Network-Cosmological), PON-G (Plasmatic Oscillatory Network-Galactic), RON (Riemann Oscillatory Network), Atomic and Molecular Re-Emission, Kinematic Redshift |zkin|, Partial Correlation, Statistical Reconstruction, Fossil-CMB Interpretation, Empirical Challenge to the Hot Big Bang Model, NMSI Framework
JOURNAL NAME:
Journal of High Energy Physics, Gravitation and Cosmology,
Vol.12 No.4,
October
9,
2026
ABSTRACT: The standard cosmological model interprets the Cosmic Microwave Background (CMB) as a relic radiation field originating from the recombination of hydrogen and helium at redshift z ~ 1100, propagating freely since that epoch. We present a different account based on the NMSI (New Subquantum Informational Mechanics) framework: CMB is not a fossil relic but coherent re-emission generated continuously, here and now, by ordinary baryonic matter (atoms, electrons, ions, molecules, dust) through the action of operators induced by the Riemann Oscillatory Network (RON) on discrete atomic and molecular emission lines. We identify PON-C (Plasmatic Oscillatory Network-Cosmological) as the global oscillation mode of all baryonic matter at the Hubble scale, coupled coherently through RON, oscillating in antiphase with RON. We further introduce PON-G (Plasmatic Oscillatory Network-Galactic) as the galactic component of the same plasmatic oscillatory network, concentrated in spiral arms, giant molecular clouds, HII regions, and star-forming regions, which constitutes the principal reservoir of dipolar molecular species (H2O, OH, NH3, CH3OH, HCN) actively participating in CMB re-emission. The observed black-body spectrum at TCMB = 2.7255 K results from the action of two RON-induced operators on the discrete atomic and molecular emission lines: the harmonic-mixing operator π* and the dissipative-smoothing operator γdiss. Three theorems are proved: Theorem M1 (integrated atomic and molecular emission, after the action of π* and γdiss, is spectrally indistinguishable from the observed CMB), Theorem M2 (γdiss has a unique Planckian fixed point at temperature T*, with explicit spectral gap λdiss ≥ 1/Jc ~ 0.018 and characteristic relaxation scale of approximately 55 iterations), and Theorem M3 (CMB anisotropies on the sky are linear in the column densities of neutral hydrogen, molecular hydrogen, and PON-G dipolar species). Seven falsifiable predictions follow from this theory: P11 (anti-correlation of cold CMB residuals with HI), P12 (correlation of warm CMB residuals with PON-G dipolar emission), P13 (null partial correlation with free-free), P14 (sub-percent SZE deviation from adiabaticity), P15 (dependence of the CMB residual on the local kinematic redshift modulus |zkin|), P16 (independence from the Doppler sign—kinematic-amplitude effect, not classical Doppler), and P17 (statistical reconstruction of the CMB residual through |zkin| after foreground control). Experimental results obtained on public Planck PR3 + HI4PI data: P11a confirmed at 13.03 σ; P12 confirmed at 5.00 σ on NILC, 16.24 σ on SMICA, above 25 σ on SEVEM; P13 confirmed at 0.50 σ (compatible with zero) with rpartial ~ 0.003; P15 global confirmed at 19 - 22 σ on all three reconstruction maps, P15 regional reaching |r| = 0.62 with approximately 28 σ in absV_top_1%; P16 eliminates the classical Doppler hypothesis (same negative sign for approaching and receding regions); P17 reconstructs the real component with a negative |zkin| coefficient at 14 - 17 σ stable across all maps. The corrected form of the prediction is
Δ
T
residual
(
l,b
)=−δ⋅|
z
kin
(
l,b
) |+ε(
l,b
)
, with δ > 0. These results are inconsistent with the fossil-CMB interpretation and are consistent with the mechanism of coherent re-emission through PON-C oscillation with active participation of PON-G. This finding does not bear on the validity of the Hawking-Penrose singularity theorem or on classical general relativity, whose domains of applicability are logically distinct from the empirical question addressed here (see Section 2 for an explicit discussion of the scope and logical status of this claim). The closing section presents the table of twelve pre-registered criteria confirmed on public IceCube data (Paper VII of the NMSI Neutrinos series), offered as independent supporting evidence from a different observational domain.