1. Non-commutative geometries and wormhole solutions in f(G) gravity.
- Author
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Ilyas, M., Khan, Sobia, Athar, A. R., Khan, Fawad, Iqbal, Rohna, and Alrebdi, Haifa I.
- Abstract
The paper investigates the static, non-commutative solutions of wormholes (WHs) that exhibit spherical symmetry. The study is conducted in the setting of modified Gauss–Bonnet gravity. Our investigation employs two methods: to construct a shape function using a viable f(G) gravity model and to infer the f(G) model through a specific shape function. We then carefully analyze the energy constraints for both methods. Our findings reveal the following results. For each value of r, the first technique provides a physically viable solution of WH related to the ordinary matter. The second approach has a feasible solution only when the values of r are high. This study analyzes the complex procedure of the development of cosmic structures to demonstrate a connection between hypothetical and observed data. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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