Appendix E
Unified Field Coherence Tables

Physics describes how the universe behaves, but rarely asks what makes description itself possible.
This chapter explores the structural foundations that must exist before measurement, mathematics, or observation can occur.

It argues that physical law must emerge from deeper logical constraints.

Modern theories often begin with untested assumptions about space, time, and dimension.
This chapter examines how these hidden premises shape the models we build.

It shows why physics must move from assumption to structural necessity.

Many physical theories begin by declaring the number of dimensions reality must contain.
This chapter investigates how such postulates embed unexamined assumptions into theoretical frameworks.

It asks whether dimensionality should be derived rather than declared.

Measurement is often treated as the starting point of science.
Yet measurement itself requires structure, stability, and identifiable boundaries.

This chapter explores the deeper logical conditions that make measurement possible.