What does this research mean for the field?

The boundary dent serves as a holographic representation of mass, resolving the Bullet Cluster by demonstrating that gravitational lensing follows mass deformation rather than gas distribution. Novelty: ClaimNovelty.NOVEL_FINDING. Consensus alignment: ConsensusAlignment.CHALLENGES_CONSENSUS.

What question did this study set out to answer?

The study aims to introduce a new perspective on mass through the holographic dent and its implications for gravitational lensing.

March 1, 2026Open Access

The Holographic Dent Principle: Mass as Boundary Deformation, Emergent Schwarzschild Metric, and the Bullet Cluster Resolution

Key Points

The study aims to introduce a new perspective on mass through the holographic dent and its implications for gravitational lensing.
Introduced the boundary dent as a holographic representation of mass.
Derived the Schwarzschild metric using specific mathematical relationships.
Analyzed the gravitational lensing behavior in the context of mass representation versus gas.
Confirmed the emergence of the Schwarzschild metric from boundary deformation principles.
Demonstrated that gravitational lensing aligns with mass representation rather than gas, resolving the Bullet Cluster mystery.

Abstract

Paper 14 of the Holographic Cosmology Series. Introduces the boundary dent as the holographic representation of mass. The Schwarzschild metric emerges exactly from sin²θ (r) = 2Gm/ (rc²), with g₀₀ from bandwidth conservation and gᵣr from tile-projection geometry. Resolves the Bullet Cluster by showing that gravitational lensing follows mass (dent strain), not gas.

The Holographic Dent Principle: Mass as Boundary Deformation, Emergent Schwarzschild Metric, and the Bullet Cluster Resolution

Key Points

Abstract

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