Schwarzschild Black Hole in Noncommutative Spaces
Forough Nasseri
TL;DR
This paper investigates how noncommutative spatial geometry influences the properties of Schwarzschild black holes, revealing deviations in horizon structure, area spectrum, and Hawking temperature that depend on noncommutativity parameters.
Contribution
It introduces a model of Schwarzschild black holes in noncommutative spaces and analyzes the resulting modifications to classical black hole properties.
Findings
Deviations in horizon structure due to noncommutativity
Altered area spectrum compared to classical case
Modified Hawking temperature influenced by noncommutative parameters
Abstract
We study the effects of noncommutative spaces on the horizon, the area spectrum and Hawking temperature of a Schwarzschild black hole. The results show deviations from the usual horizon, area spectrum and the Hawking temperature. The deviations depend on the parameter of space-space noncommutativity.
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