The surface density of holographic entropy
V. V. Kiselev, S. A. Timofeev
TL;DR
This paper derives a universal law linking the entropy of a holographic screen to its area, based on holographic gravity postulates and entropic force concepts, suggesting a fundamental geometric property of holographic systems.
Contribution
It establishes that the entropy of a holographic screen equals a quarter of its area, providing a foundational relation in holographic gravity theories.
Findings
Entropy equals quarter of the area in Planck units.
Universal law derived for static holographic sources.
Supports holographic principles in gravity.
Abstract
On the basis of postulates for the holographic description of gravity and the introduction of entropic force, for static sources we derive the universal law: the entropy of a holographic screen is equal to quarter of its area in the Planck system of units.
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