concept

entropic shadow

A concept relating gravity to entropy shadows, particularly in black holes and wormholes.
63 related articles · 1 formulas

Description

The entropic shadow is a concept that links gravity to thermodynamics through the idea that entropy, or the measure of disorder, can cast a 'shadow' in gravitational systems. In the context of black holes and wormholes, this shadow represents the information or degrees of freedom that are hidden behind an event horizon, influencing the system's observable properties. The idea suggests that gravity itself may emerge from the statistical behavior of microscopic degrees of freedom, with entropy playing a central role in shaping spacetime.

History

The concept is rooted in the holographic principle proposed by Gerard 't Hooft and Leonard Susskind in the 1990s, but the specific term 'entropic shadow' is a more recent development in theoretical physics, without a single attributed origin.

How it works

In this framework, the entropy of a black hole is proportional to its horizon area, and the 'shadow' refers to the region from which information cannot escape. The concept extends to wormholes, where entropic considerations might determine their stability or traversability. By treating entropy as a fundamental quantity, the theory attempts to explain how gravitational effects arise from the collective behavior of quantum states, potentially unifying quantum mechanics and general relativity.

In practice

It is used in theoretical research to explore the quantum nature of black holes, the information paradox, and the possible structure of wormholes, which could inform future quantum gravity theories.

Fun fact

The idea that entropy could cast a 'shadow' implies that the information hidden in a black hole might be encoded on its surface, a concept that has inspired experimental proposals to detect quantum gravitational effects in the lab.

Concept graph →

Formulas

$$S_{\text{gen}} = \frac{A}{4G} + S_{\text{matter}}$$
Generalized entropy includes horizon area and matter entropy.
What is in the formula
S_genvariableGeneralized entropy — entropy joule per kelvin
AvariableArea of the horizon — area square metre
S_mattervariableEntropy of matter outside the horizon — entropy joule per kelvin
GconstantNewton's gravitational constant, determining the strength of gravity — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared
s_{{gen}}=\frac{{area}}{4g}+s_{{vn}} · 2605.05326v1

Related articles · 63

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General Relativity2026-08-072 minarXiv:2608.07046express
How Entropy Builds a Black Hole
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