The SR-series develops the relativistic correspondence of scalar–conformal NUVO space. It begins with the inertial limit, showing that when the scalar diagnostic field is spatially uniform, the scalar–conformal metric reduces to a constant conformal deformation of Minkowski spacetime, preserving the null structure, Lorentz symmetry, and inertial worldline behavior associated with special relativity.
The series then gives NUVO’s structural interpretation of relativistic time dilation. Persistent matter is modeled as an anchored configuration with internal loop circulation, and proper time is associated with the periodic circulation process of that structure. Motion through the scalar–conformal background modifies the admissible routing of this internal circulation, yielding the Lorentz time-dilation factor as a structural consequence.
Finally, the SR-series examines the transition beyond inertial transport. Acceleration is interpreted not as a primitive force effect, but as the structural adjustment of an anchored configuration whose boundary or internal transport state is no longer steady. The SR-series therefore provides the NUVO bridge from scalar–conformal geometry to special-relativistic kinematics, time dilation, and the onset of non-inertial structural response.
sr01 Inertial Kinematics on Scalar–Conformal NUVO Space
sr02 Internal Structural Cycles and the Origin of Relativistic Time Dilation
sr03 Acceleration, Structural Adjustment, and the Transition Beyond Inertial Transport