This work is motivated by the sign problem in a logarithmic parameter of black hole entropy
and the existing more massive white dwarfs than the Chandrasekhar mass limit. We …

In this work, we point out an overlooked and subtle feature of the generalized uncertainty
principle (GUP) approach to quantizing gravity: namely that different pairs of modified …

In this paper, we employ one variant of the Generalized Uncertainty Principle (GUP) model,
ie, the Kempf–Mangano–Mann (KMM) model, and discuss the impact of GUP on the EoS of …

In this work, incorporating the effect of the minimum measurable in momentum and maximal
length, we studied the thermodynamics property of the Schwarzschild black hole and the …

Generic arguments lead to the idea that quantum gravity has a minimal length scale. A
possible observational signal of such a minimal length scale is that photons should exhibit …

In quantum gravity it is generally thought that a modified commutator of the form [x ˆ, p ˆ]= i ħ
(1+ β p 2) is sufficient to give rise to a minimum length scale. We test this assumption and …

The Planck or the quantum gravity (QG) scale, being 16 orders of magnitude greater than
the electroweak scale, is often considered inaccessible by current experimental techniques …

A good hundred years after the necessity for a quantum theory of gravity was acknowledged
by Albert Einstein, the search for it continues to be an ongoing endeavour. Nevertheless, the …

Generalized uncertainty principle puts forward the existence of the shortest distances and/or
maximum momentum at the Planck scale for consideration. In this article, we investigate the …

We have revised the problem of the motion of a heavy symmetric top. When formulating
equations of the Lagrange top with the diagonal inertia tensor, the potential energy has …