Article explores hyperbolic ricci solitons in k-contact manifolds, indicating implications for quasi-einstein spacetimes.
The aim of the present article is delve into characterizations of hyperbolic Ricci solitons which bear wave characters of K-contact metrics and associated curvatures of manifolds as self similar solutions of a hyperbolic Ricci flow. Also, we investigate gradient hyperbolic Ricci solitons on ?-Einstein K-contact manifolds and construct an example to verify the deduced results. Finally we analyze hyperbolic Ricci solitons in the framework of quasi-Einstein spacetimes.
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Mitra et al. (2025) studied this question.
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