Pulse Core Lexicon

UniSpheral Dual Gravity System

Definition

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. Mass Gravity is gravity in the usual sense, which pulls stars into galaxies and light into Null Wells. Data Gravity is the book's addition: each oscillation ∅ → (0 ↔ 1) leaves a permanent trace that presses on the substrate and compels the next recurrence, so the more information exists, the stronger the demand for continuation. Data has no rest mass, inertia or decay, which the book gives as the reason the Pulse does not wind down; every cycle adds to an irreversible archive that bends the pulse forward. Extending Landauer's result that erasing a bit costs energy, the book holds that storing a bit exerts pressure, not on space but on recurrence: a mass bends a geodesic, a record bends the pulse cycle. Together the two form a dual binding system: mass keeps galaxies together, data keeps the UniSphere pulsing; where mass gravity collapses stars into Null Wells, data gravity carries their informational record inward to the UniSpheral Source. It connects to Dual Gravity Framework, Data Gravity Field Equations, Unified Data Gravity Equation, Cosmological Data Gravity Equation and Memory Encoding.

Technical Details

Category Structure

Chapter Chapter 1

Importance

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