Pages that link to "Item:Q5862051"
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The following pages link to New exact spherically symmetric solutions in <i>f</i>(<i>R</i>,ϕ,<i>X</i>) gravity by Noether's symmetry approach (Q5862051):
Displaying 14 items.
- Dark \(f(\mathcal{R},\varphi,\chi)\) universe with Noether symmetry (Q2229353) (← links)
- Spherically symmetric solutions in <i>f</i> ( <i>R</i> ) gravity via the Noether symmetry approach (Q3435859) (← links)
- Traversable phantom wormholes via conformal symmetry in f(R,φ,χ) gravity (Q6118678) (← links)
- A note on classification of locally rotationally symmetric Bianchi type I space–times via conformal vector fields in f(T,B) gravity (Q6125298) (← links)
- Inhomogeneous solutions in f(T,B) gravity (Q6148589) (← links)
- General teleparallel modifications of Schwarzschild geometry (Q6199590) (← links)
- On the degrees of freedom of R2 gravity in flat spacetime (Q6491824) (← links)
- Scalar field cosmology via Noether symmetries in energy-momentum squared gravity (Q6497418) (← links)
- Charged stellar structure in \(f(R, \phi)\) gravity admitting Chaplygin equation of state (Q6541250) (← links)
- Impact of \(f(\mathrm{R},\varphi,\chi)\) theory on the geometry of charged stellar objects (Q6550870) (← links)
- Investigation of charged stellar structures in \(f(R, \phi)\) gravity using Reissner-Nordström geometry (Q6557309) (← links)
- Charged stellar structure with Krori-Barua potentials in \(f(R, \phi, X)\) gravity admitting Chaplygin equation of state (Q6565020) (← links)
- Discussion of singularity-free embedding stellar structures in \(f(R)\) gravity utilizing scalar potential (Q6601443) (← links)
- Investigation of Bardeen stellar structures in modified \(f(R, \phi, X)\) theory of gravity (Q6665270) (← links)
