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1
3+1 geodesic equation and images in numerical spacetimes
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Article
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3+1 geodesic equation and images in numerical spacetimes

Vincent, F H ; Gourgoulhon, E ; Novak, J

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245005-17 [Peer Reviewed Journal]

Bristol: IOP Publishing

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2
On the stability of the cosmological solutions in f(R, G) gravity
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On the stability of the cosmological solutions in f(R, G) gravity

de la Cruz-Dombriz, Álvaro ; Sáez-Gómez, Diego

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245014-25 [Peer Reviewed Journal]

Bristol: IOP Publishing

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3
On the completeness of impulsive gravitational wave spacetimes
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On the completeness of impulsive gravitational wave spacetimes

Sämann, Clemens ; Steinbauer, Roland

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245011-11 [Peer Reviewed Journal]

Bristol: IOP Publishing

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4
Generalized connections and higher spin equations
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Generalized connections and higher spin equations

Francia, Dario

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245003-9 [Peer Reviewed Journal]

Bristol: IOP Publishing

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5
On a weak Gauß law in general relativity and torsion
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On a weak Gauß law in general relativity and torsion

Schücker, Thomas ; ZouZou, Sami R

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245009 [Peer Reviewed Journal]

Bristol: IOP Publishing

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6
On the Penrose inequality for charged black holes
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Article
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On the Penrose inequality for charged black holes

Disconzi, Marcelo M ; Khuri, Marcus A

Classical and quantum gravity, 2012-12, Vol.29 (24), p.1-18 [Peer Reviewed Journal]

Bristol: IOP Publishing

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7
On spin dependence of relativistic acoustic geometry
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On spin dependence of relativistic acoustic geometry

Pu, Hung-Yi ; Maity, Ishita ; Das, Tapas Kumar ; Chang, Hsiang-Kuang

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245020 [Peer Reviewed Journal]

Bristol: IOP Publishing

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8
Phase transition and scaling behavior of topological charged black holes in Hořava―Lifshitz gravity
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Phase transition and scaling behavior of topological charged black holes in Hořava―Lifshitz gravity

BIBHAS RANJAN MAJHI ; ROYCHOWDHURY, Dibakar

Classical and quantum gravity, 2012-12, Vol.29 (24), p.1-12 [Peer Reviewed Journal]

Bristol: Institute of Physics

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9
Local thermal equilibrium and KMS states in curved spacetime
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Local thermal equilibrium and KMS states in curved spacetime

Solveen, Christoph

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245015-11 [Peer Reviewed Journal]

Bristol: IOP Publishing

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10
Smooth Gowdy-symmetric generalized Taub-NUT solutions
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Smooth Gowdy-symmetric generalized Taub-NUT solutions

Beyer, Florian ; Hennig, Jörg

Classical and quantum gravity, 2012-12, Vol.29 (24), p.245017-47 [Peer Reviewed Journal]

Bristol: IOP Publishing

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