This directory provides direct access to the current PDF manuscripts in the NUVO research program. The papers are organized by series so that readers can follow the development of the framework from its scalar–conformal foundations through relativistic correspondence, exchange-cycle quantization, quantum-mechanical representation, and relativistic quantum extensions.
The collection should be read as a structured research archive rather than as a single linear textbook. Each series has its own role within the broader NUVO program: the M-series establishes the foundational geometry and structural ontology; the SR-series develops relativistic kinematics; the Q-series builds the closure and quantization framework; the QB-series develops event, weighting, and measurement structure; the QM-series translates these results into standard quantum-mechanical form; and the RQM-series extends the correspondence toward relativistic quantum theory.
Some manuscripts may be more mature than others, and the directory may be updated as papers are revised, consolidated, or prepared for publication. The links below provide the available PDF files for each series.
The M-series establishes the foundational scalar–conformal NUVO framework: the scalar geometry, variational structure, structural capacity interpretation, support sector, exchange sector, loop/bundle ontology, weak-limit field structure, and scalar modulation composition. It functions as the main mathematical foundation on which later sectoral reductions are built.
m0.pdf
m1.pdf
m2.pdf
m3.pdf
m4.pdf
m5.pdf
m6.pdf
m6_5.pdf
m7.pdf
m7_5.pdf
m8.pdf
m9.pdf
m10.pdf
m11.pdf
The SR-series develops the relativistic/inertial correspondence of scalar–conformal NUVO space, showing how uniform scalar geometry recovers special-relativistic kinematics, how internal loop circulation yields time dilation, and how acceleration corresponds to structural adjustment beyond steady inertial transport.
sr1.pdf
The Q-series develops the exchange-cycle and closure sector, showing how admissible return structure, closure action, dynamic loops, hydrogenic spectra, matter-wave coherence, transport-derived phase, and Schrödinger-type representations emerge from scalar–conformal transport without starting from quantum postulates.
q0.pdf
q01.pdf
q02.pdf
q03.pdf
q04.pdf
q05.pdf
q06.pdf
q07.pdf
q08.pdf
q09.pdf
q10.pdf
q11.pdf
q12.pdf
q13.pdf
The QB-series bridges the Q-series transport-closure framework to the formal structure of quantum mechanics, deriving complex state representation, operator/event structure, quadratic weighting, coherence-gated frequencies, and the correspondence with quantum measurement.
qb1.pdf
qb2.pdf
qb3.pdf
qb4.pdf
qb5.pdf
qb6.pdf
qb7.pdf
The QM-series should be treated as the explicit quantum-mechanical correspondence layer: it translates the closure, coherence, state, operator, and weighting structures developed in Q/QB into recognizable quantum-mechanical form while preserving the NUVO interpretation that these are emergent representations rather than primitive postulates.
qm1.pdf
qm2.pdf
qm3.pdf
qm4.pdf
qm5.pdf
qm6.pdf
qm7.pdf
qm8.pdf
qm9.pdf
qm10.pdf
qm11.pdf
The RQM-series develops the relativistic quantum-mechanical correspondence layer of the NUVO program, extending the closure, coherence, and state-representation structures into regimes where Lorentz covariance, relativistic transport, spinor-like behavior, and field-theoretic consistency become central. It serves as the bridge between NUVO’s scalar–conformal transport ontology and the standard formal structures of relativistic quantum theory.
rqm1.pdf
rqm2.pdf
rqm3.pdf
rqm4.pdf