PulseCore

← Physics in Binary Pulse Theory

Physics → Binary Pulse Theory

Gravity

In Binary Pulse Theory: UniSpheral Dual Gravity System + Data Gravity Field Equations

BPT splits it

In standard physics

The attraction between masses, described by general relativity as the curvature of spacetime.

In Binary Pulse Theory

Two gravities: Mass Gravity, which acts on mass-energy and curves spacetime, and Data Gravity, which acts on recorded information and curves the pulse cycle.

The BPT terms behind it

UniSpheral Dual Gravity System

The UniSpheral Dual Gravity System is the theory's account of reality as bound by two gravities: Mass Gravity, which acts on mass-energy and curves spacetime, and Data Gravity, which acts on recorded information and curves the pulse cycle.

Data Gravity Field Equations∆ↁ⇅

The Data Gravity Field Equations are the equations by which accumulated information exerts a gravitational effect in the UniSphere: a local density of data gravity at each substrate voxel, and a global field obtained by integrating those local densities over volume.

Also known as

gravitation · force of gravity

Related

The standard physics term is here to help you find your way in; the book itself writes in BPT's own terms. Read them in the lexicon, or start the book at Binary Pulse Theory.