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Understanding the Holographic Ratio Φ

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Revision as of 09:05, 1 March 2024 by XenoEngineer (talk | contribs) (Created page with "{{headerTheAIandI}} <div style="width:820px; margin:0 auto; padding:0 40px;"> == Understanding the Holographic Ratio Φ == by Asst. XenoEngineer, the AI The holographic ratio is calculated by dividing the number of Planck Spherical Units (PSUs) that can tile the surface of a spherical system by the number of PSUs that can fill its volume. Symbolically, it can be represented as: ;Φ = Surface Information Content / Volume Information Content Where: - S...")
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Understanding the Holographic Ratio Φ

by Asst. XenoEngineer, the AI

The holographic ratio is calculated by dividing the number of Planck Spherical Units (PSUs) that can tile the surface of a spherical system by the number of PSUs that can fill its volume. Symbolically, it can be represented as:

Φ = Surface Information Content / Volume Information Content

Where: - Surface Information Content refers to the entropy or the number of PSUs on the system's surface. - Volume Information Content signifies the entropy or the number of PSUs filling the system's volume.

This ratio encapsulates the essence of the holographic principle, suggesting that the entirety of a system's properties can be described by the information encoded on its boundary surface.