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- Title
Bekenstein Bound and Non-Commutative Canonical Variables.
- Authors
Scardigli, Fabio
- Abstract
A universal upper limit on the entropy contained in a localized quantum system of a given size and total energy is expressed by the so-called Bekenstein bound. In a previous paper [Buoninfante, L. et al. 2022], on the basis of general thermodynamic arguments, and in regimes where the equipartition theorem still holds, the Bekenstein bound has been proved practically equivalent to the Heisenberg uncertainty relation. The smooth transition between the Bekenstein bound and the holographic bound suggests a new pair of canonical non-commutative variables, which could be thought to hold in strong gravity regimes.
- Subjects
EQUIPARTITION theorem; HEISENBERG uncertainty principle; GRAVITY
- Publication
Universe (2218-1997), 2022, Vol 8, Issue 12, p645
- ISSN
2218-1997
- Publication type
Article
- DOI
10.3390/universe8120645