TITLE:
NUVO Quantization II: Closed, Open, and Dynamic Loops in Scalar Geometry
AUTHORS:
Rickey W. Austin
KEYWORDS:
NUVO Space, Scalar Geometry, Quantization, Coherence, Scalar Field Modulation, Loop Dynamics
JOURNAL NAME:
Journal of Applied Mathematics and Physics,
Vol.13 No.12,
December
8,
2025
ABSTRACT: This paper develops the second stage of quantization in the NUVO scalar-conformal framework, extending the arc-closure geometry of Quantization I to include loop structures and circulation. A two-substrate ontology is established: a continuous under-substrate sinertia field flowing at speed
c
, and an above-substrate geometry
g=
λ
2
η
whose scalar modulation
λ(
x
)
encodes observable curvature. Elementary particles are represented as inseparable bundles
B=(
C,O
)
, where the closed loop
C
(mass coupling) sustains conservative circulation with impedance and the open loop
O
(charge coupling) provides the sole path for exchange. The resulting formalism yields continuity and transport laws bounded by
c
, a classification of closed, open, and geometric-alignment kinematic states, and a description of dynamic loops (photons) as substrate-detached, coherence-gated excitations propagating at
c
. The framework models inertia, mass, charge, and photon behavior as geometric expressions of a single scalar field, uniting them within one self-consistent scalar-modulated space and establishing the basis for future work on depletion and power connections.