Complexity Factor of Static Axial Complex Structures in f(R, T) Gravity

This article investigates the physical features of static axial sources that produce complexity within matter configuration perspective f(R, T) theory, where R is curvature invariant and T identifies trace energy tensor. In this case, contracted Bianchi identities effective as well normal are used to develop conservation equations. We split tensor compute structure scalars, involving aspects source in influence modified factors. explore evolving system. Three factors determined by using scalars; after that, corresponding propagation equations explored investigate intense gravitational consequences. Finally, outcomes irregular anisotropic spheroids presented criterion vanishing complexity. The corrections shown be an additional for configuration.