Properties of Solutions in 2+1 Dimensions
M. Hortacsu, H. T. Ozcelik, B. Yapiskan
TL;DR
This paper analyzes solutions to Einstein's equations in 2+1 dimensions, calculating thermodynamic properties and Newman-Penrose coefficients for various cases with and without scalar fields.
Contribution
It provides new solutions and detailed thermodynamic and geometric analyses in 2+1 dimensional gravity with scalar fields.
Findings
Calculated entropy and Hawking temperature for different solutions.
Compared Newman-Penrose coefficients across solutions.
Analyzed emission probabilities in 2+1 dimensional spacetimes.
Abstract
We solve the Einstein equations for the 2+1 dimensions with and without scalar fields. We calculate the entropy, Hawking temperature and the emission probabilities for these cases. We also compute the Newman-Penrose coefficients for different solutions and compare them.
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