@article{Tanhayi_Hamedi_2023, title={Holographic entanglement entropy in the fourth-order scale-invariant gravity}, volume={17}, url={https://oiccpress.com/journal-of-theoretical-and-applied-physics/article/holographic-entanglement-entropy-in-the-fourth-order-scale-invariant-gravity/}, DOI={10.57647/j.jtap.2023.1701.02}, abstractNote={In this paper, we use the holographic method to compute the entanglement entropy for different regions in the fourth-order scale-invariant theory of gravity. In four dimensions, the action of scale-invariant gravity contains a parameter where the moduli space has some distinguished points, precisely, the space of solutions contains the Log-gravity and for this specific solution, we compute the entanglement entropy. We also use the numerical method to investigate mutual information and tripartite information. Moreover, we make a comment on the sign of these quantities.}, number={1}, journal={Journal of Theoretical and Applied Physics}, publisher={OICC Press}, author={Tanhayi, Mohammad Reza and Hamedi, Tahereh}, year={2023}, month={Nov.}, keywords={Entanglement Entropy, Holographic method, Log gravity, Mutual information} }