Minimal Length, Measurability and Gravity
arXiv:1603.01483 · doi:10.3390/e18030080
Abstract
The present work is a continuation of the previous papers written by the author on the subject. In terms of the measurability (or measurable quantities) notion introduced in a minimal length theory, first the consideration is given to a quantum theory in the momentum representation. The same terms are used to consider the Markov gravity model that here illustrates the general approach to studies of gravity in terms of measurable quantities. This paper is dedicated to the 75th Anniversary of Professor Vladimir Grigor'evich Baryshevsky.
34 pages, Latex
References in corpus (7)
- Generalized Uncertainty Principle: Approaches and Applications
- The Generalized Uncertainty Principle in (A)dS Space and the Modification of Hawking Temperature from the Minimal Length
- Prospects for constraining quantum gravity dispersion with near term observations
- Running Coupling with Minimal Length
- Thermodynamics of a black hole based on a generalized uncertainty principle
- A Constraint on Planck-scale Modifications to Electrodynamics with CMB polarization data
- Minimal Length, Measurability and Gravity