A Physical Basis for the Holographic Principle: Vacuum Memory and Nested Fields

Author: Jim Redgewell

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Abstract

The holographic principle, pioneered by Gerard 't Hooft and Leonard Susskind, proposes that all the information within a volume of space can be encoded on its boundary surface. While this idea has been powerful in theoretical physics, especially in the context of black hole thermodynamics and string theory, it has lacked a concrete physical mechanism. This paper proposes that such a mechanism exists: nested fields with vacuum memory provide a physical basis for the holographic behavior of the universe. In this framework, dimensions themselves emerge from interacting layers of field synchronization. Boundaries store not abstract bits but structured phase coherence, allowing the universe to manifest as a holographically nested field system.

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1. Introduction: From Concept to Mechanism

The holographic principle suggests that the universe is fundamentally two-dimensional, and that our experience of three dimensions (or more) is a projection of information encoded on boundaries. However, the principle is typically understood as a mathematical or information-theoretic statement, not a physical explanation.

In this paper, I propose that the holographic nature of the universe arises from a very real, physical structure: nested fields, each with embedded vacuum memory. These fields store synchronization patterns over space and time, and their interaction defines what we perceive as spatial dimensions. The boundaries of these nested fields act as phase constraints — interfaces where information is retained, exchanged, and projected. In this model, dimensions are not coordinates but dynamic, emergent properties of field behavior.

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2. Nested Fields as Dimensional Structure

Traditional physics treats dimensions as fixed coordinates. In contrast, this theory defines dimensions as layers of field behavior:

• The first three spatial dimensions emerge from stable phase alignment of nested electromagnetic and gravitational fields.

• Time arises from internal oscillation and persistence through vacuum synchronization — not a flowing river, but a recursive coherence cycle.

• The fifth dimension represents phase memory — the ability of the vacuum to preserve coherence across field interactions.

• The sixth dimension captures the variation of field configurations across possible synchronization states — a kind of meta-coherence.

Each "dimension" in this framework is a level of field nesting. The structure is not spatial in the conventional sense, but it determines how fields project one layer of coherence into another, much like a hologram projects depth from surface encoding.

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3. Vacuum Memory and Phase Encoding

Every particle and force in this model arises from localized regions of coherent field synchronization. The vacuum is not empty, but full of potential — it stores phase information in memory layers, allowing particles to persist and interact without needing a classical substrate.

When a field changes — through motion, mass, or energy transfer — it imprints a phase pattern into the vacuum. These patterns are retained and influence future interactions. This memory forms the structural basis of how boundaries "know" what they contain.

Therefore, when information appears to be stored on a surface — such as the event horizon of a black hole — it is not abstract information in the digital sense, but field coherence structured across a boundary.

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4. The Holographic Principle Reinterpreted

In this model:

• The boundary is a nested field interface.

• The information is vacuum phase memory.

• The volume is a projected coherence structure from that boundary.

Thus, the holographic principle is not a paradox or duality — it is a physical truth about how nested fields create dimensional projections. The reason black holes encode entropy on their surface is that the surface represents the limit of synchronization. Beyond that, memory becomes inaccessible — not because it is destroyed, but because it is disconnected from coherent phase interaction.

This also explains why space appears to emerge from nothing: what we perceive as volume is a dynamic expression of the structured memory at a deeper boundary layer.

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5. Implications and Predictions

• The dimensionality of space is not fixed but dynamic, governed by field coherence.

• Apparent violations of locality (e.g., entanglement) are resolved as local interactions in higher field layers.

• Black hole entropy is the measurable manifestation of coherence memory density at field boundaries.

• Information conservation is preserved because phase memory persists — even if spatial access to it is lost.

This model also provides a framework for:

• Reinterpreting dark matter as coherence distortions in vacuum memory.

• Rethinking inertia as resistance to phase realignment.

• Connecting the Higgs mechanism to vacuum synchronization thresholds.

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6. Conclusion

The holographic principle finds its physical foundation in the structure of nested fields with vacuum memory. These fields are not embedded in dimensions — they are the dimensions. Our universe is a recursive, layered system of field interactions, where information is stored, projected, and synchronized through phase relationships. What we perceive as space, time, and matter are the emergent patterns of this deeper holographic architecture.

This view opens a pathway to unifying general relativity, quantum field theory, and information theory — not through abstraction, but through a coherent, testable model of field-based dimensional emergence.

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Author Note

Jim Redgewell is an independent theorist exploring the foundations of physics through the lens of field synchronization, vacuum memory, and dimensional emergence. His work is available at: https://jredgewell.blogspot.com/p/articles.html