Quantum information in Gödel-type geometries with conical topology for spin-1/2 particles

In this paper, we study the quantum information dynamics of spin-1/2 particles in a spinning conical Gödel-type spacetime. Our focus is on calculating the Shannon and Fisher information measures to understand the influence of spacetime parameters on quantum information. By analyzing these information metrics, we explore the physical implications of the connection between the spin-1/2 particles and the geometric properties of the spacetime such as curvature, rotation, and conical structure. This investigation provides deeper insights into how these spacetime features affect quantum information, offering potential applications in quantum gravity and cosmology.