Abstract
In this paper, we have examined the magnetized strange quark matter (MSQM) distribution in the inhomogeneous anisotropic Einstein–Rosen universe model within the framework of [Formula: see text] theory and General Relativity (GR) in order to investigate whether there was a magnetic field in the first moments of the universe. With the help of the arbitrary [Formula: see text] function, we researched for solutions in both theories for various cases. We have seen that the cubic function [Formula: see text] gives meaningful results in both theories. We have obtained magnetic field-free strange quark matter solutions for the quadratic and constant states of the arbitrary function [Formula: see text]. It is seen that the choice of geometry (selection of the [Formula: see text] function) has an effect on the presence of the magnetic field. Finally, the physical results are examined on 3D graph.
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