Chapter 38
Connection to General Relativity

Curvature reflects differences in relational structure across space.
It emerges where connections between points deviate from uniform alignment.

This chapter explores curvature as a structural contrast rather than a purely geometric property.

Flat space represents the simplest relational configuration.
In this state, structural relationships remain uniform across the system.

This chapter examines why flat geometry serves as the reference case for many physical theories.

Geodesics describe the natural paths followed within curved geometry.
They represent trajectories that preserve structural coherence across space.

This chapter examines geodesics as traces of underlying relational stability.