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Publications (3)
This paper presents an anisotropic equation of state (EoS) for modeling finite-density black holes, addressing the singularity problem in classical general relativity within a discrete spacetime framework. The proposed EoS relates radial, tangential, and azimuthal pressures to the energy density, incorporating adjustable parameters to represent ult...
We propose a theoretical framework addressing the singularity problem in black holes by introducing finite-density cores composed of ultra-dense matter. By modifying Einstein field equations with a scalar field representing quantum corrections and defining an anisotropic equation of state. This work explores the implications of ultra-dense structur...
This paper presents an equation of state (EoS) to model finite-density black holes, addressing the singularity problem in classical general relativity. By introducing an anisotropic EoS, we establish a framework where radial and tangential pressures are functions of energy density, ensuring finite-density cores under extreme conditions. The propose...
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