Before Zero Theory: Absolute Nullity, Mathematical Void, Structured Zero, and the Boundary Before Motion

This volume is the conceptual and pre-mathematical ground of the Zero Theory Foundational Series.

It does not attempt to derive physical fields, particles, knots, photons, gravitation, motion, or laboratory constants. Instead, it clarifies the pre-physical meaning of “zero” required before Zero Theory proper can begin.

The central purpose of the volume is to distinguish absolute nullity, numerical zero, physical vacuum, mathematical void, structured zero, and phase-zero. It argues that absolute nullity cannot serve as an admissible starting condition for stable description, and that the first admissible non-null candidate must be a balanced net-zero conjugate distinction.

From this structured zero, the volume develops the concept of phase-zero and identifies the minimal cyclic carrier S¹ as the first formal representation suitable for later phase-field construction. The scalar phase field ϕ : L → S¹ is therefore not introduced as a primitive physical object, but as the first formal boundary after the exclusion of absolute nullity.

This rewritten edition also adds an explicit boundary before motion: motion, speed, light-propagation, and photon travel are not primitive. What later observers call motion or propagation must be reconstructed from ordered phase relations and phase redistribution across locally comparable labels, not assumed at the foundation.

This volume is intended as Volume I of the Zero Theory Foundational Series and serves as the pre-physical bridge to Volume II, where the scalar phase field, phase cycles, tick/gam structure, wounds, knots, leakage, proto-fields, and effective physical structures are developed.