Pages that link to "Item:Q2643205"

The following pages link to Plane symmetric inhomogeneous cosmological models with a perfect fluid in general relativity (Q2643205):

Displaying 20 items.

• Symmetry group analysis for perfect fluid inhomogeneous cosmological models in general relativity (Q458103) (← links)
• Magnetized string cosmology in anisotropic Bianchi-II space-time with variable cosmological term-\(\Lambda\) (Q539609) (← links)
• Some exact Bianchi type-V perfect fluid cosmological models with heat flow and decaying vacuum energy density \(\Lambda \): expressions for some observable quantities (Q707792) (← links)
• A plane-symmetric inhomogeneous cosmological model of perfect fluid distribution with electromagnetic field (Q751444) (← links)
• A plane-symmetric magnetized inhomogeneous cosmological models of perfect fluid distribution with variable magnetic permeability in Lyra geometry (Q849115) (← links)
• Inhomogeneous mesonic perfect fluid models in modified theory of general relativity (Q866986) (← links)
• A new class of plane symmetric solution (Q901684) (← links)
• A plane symmetric cosmological model in Lyra manifold (Q1075929) (← links)
• Singularities in separable metrics with spherical, plane, and hyperbolic symmetry (Q1106495) (← links)
• Inhomogeneous perfect fluid cosmologies in \((4+1)\) dimensions (Q1368983) (← links)
• Bianchi type III cosmological models for barotropic perfect fluid distribution with variable \(G\) and \(\Lambda \) (Q1959187) (← links)
• Higher dimensional plane symmetric cosmological models with two-fluid source in general relativity (Q2436485) (← links)
• A new inhomogeneous cosmological perfect fluid solution with \(p=\rho/3\) (Q2918522) (← links)
• (Q3018785) (← links)
• (Q3065155) (← links)
• (Q3108394) (← links)
• Inhomogeneous perfect fluid cosmologies with a nonorthogonally transitive symmetry group (Q3196955) (← links)
• (Q3562756) (← links)
• (Q4253989) (← links)
• THE PLANE SYMMETRIC EINSTEIN-DUST SYSTEM WITH POSITIVE COSMOLOGICAL CONSTANT (Q5506460) (← links)