Observational constraints on Renyi holographic dark energy in Kantowski-Sachs universe

In this paper, we discuss the cosmic evolution of the anisotropic and spatially homogeneous Kantowski-Sachs universe with Renyi holographic dark energy in the background of general relativity. In order to find a solution of the field equations we have considered a relation between the metric potentials of the model. Cosmological aspects of the dynamical parameters corresponding to our dark energy model are calculated and their physical importance is studied with reference to the modern cosmological observations. We compute the dark energy equation of state parameter omega(de) and construct the omega(de) - omega(de)' plane (the ' shows the differentiation with respect to ln a). We include the stability analysis of the model by studying the sound speed and we observe that the model is stable at initial epoch and unstable at present and late times. In addition with the deceleration parameter, we also obtain Om-diagnostic and statefinder planes. It is clear from their analysis that our model comprises the quintessence, phantom dark energy regions and Lambda CDM limit. (C) 2021 Elsevier B.V. All rights reserved.