Pages that link to "Item:Q3141401"
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The following pages link to Time-dependent Kaluza–Klein soliton solutions (Q3141401):
Displaying 22 items.
- Constraints on Kaluza-Klein gravity from Gravity Probe B (Q372399) (← links)
- Geodesic motions in extraordinary string geometry (Q637641) (← links)
- Stability of the Kaluza-Klein wormhole soliton (Q1309029) (← links)
- 4D homogeneous isotropic cosmological models generated by the 5D vacuum (Q1364923) (← links)
- Superluminal solutions to the Klein-Gordon equation and a causality problem (Q1411836) (← links)
- Derivation of \(x^5\)-dependent charged metrics in 5-dimensional general relativity (Q1413786) (← links)
- Derivation of magnetized-wire metrics in 5-dimensional general relativity (Q1415439) (← links)
- Spherically symmetric solutions of Einstein's vacuum equations in five dimensions (Q1807297) (← links)
- Waves in five-dimensional relativity theory (Q1911041) (← links)
- Almost paracontact structures on Kaluza-Klein spaces (Q2410147) (← links)
- Radiating sources in higher-dimensional gravity (Q2774701) (← links)
- (Q3013354) (← links)
- Exact solutions and the effective equation of state in Kaluza–Klein theory (Q3141402) (← links)
- THE PRINCIPLE OF LEAST ACTION FOR TEST PARTICLES IN A FOUR-DIMENSIONAL SPACE–TIME EMBEDDED IN 5D (Q3507612) (← links)
- Time shifts and nonlinear interference in cylindrically symmetric Einstein-Maxwell solitons (Q4034672) (← links)
- CAUSAL ANOMALIES IN KALUZA–KLEIN GRAVITY THEORIES (Q4244217) (← links)
- Gödel-type space–times in induced matter gravity theory (Q4270397) (← links)
- Affine projection-tensor geometry: Lie derivatives and isometries (Q4836949) (← links)
- Radiating sphere in a Kaluza–Klein space–time (Q4837150) (← links)
- Integrable pseudo-Euclidean Toda-like systems in multidimensional cosmology with multicomponent perfect fluid (Q4873466) (← links)
- KdV ADIABATIC INDEX SOLITONS IN BAROTROPIC OPEN FRW COSMOLOGIES (Q5312275) (← links)
- A 4D TWO-FLUID FRW COSMOLOGICAL MODEL IN INDUCED-MATTER THEORY (Q5481861) (← links)