2020International Journal of Modern Physics ARequires access

Minimal length effects on Friedmann equations

Mustafa Moumni, Ahlam Fouhal

Open publisher page 4 citations

Abstract

In this work, we study the effects of Generalized Uncertainty Principle on the evolution of the Universe through Friedmann’s equations. We show that the effects are equivalent to those of the cosmological constant and thus they constitute an additional contribution in the acceleration of the expansion of the Universe.

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What this paper is about

In this work, we study the effects of Generalized Uncertainty Principle on the evolution of the Universe through Friedmann’s equations. We show that the effects are equivalent to those of the cosmological constant and thus they constitute an additional contribution in the acceleration of the expansion of the Universe.

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Available abstract

In this work, we study the effects of Generalized Uncertainty Principle on the evolution of the Universe through Friedmann’s equations. We show that the effects are equivalent to those of the cosmological constant and thus they constitute an additional contribution in the acceleration of the expansion of the Universe.

Key concepts: Friedmann equations, Physics, Metric expansion of space, Acceleration, Universe, Cosmological constant, De Sitter universe, Scale factor (cosmology)

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