Électromagnétisme dans l'espace-temps de Kerr
Elementareigenschaften der Weltlinien und gleichförmig beschleunigte Bewegung in der Minkowskischen Mechanik
Elliptic functions in spherically symmetric solutions of Einstein's equations
Emergent abelian gauge fields from noncommutative gravity.
Entire Spacelike Hypersurfaces on Constant Mean Curvature in Minkowski Space.
Entropy maximisation problem for quantum relativistic particles
The entropy of an ideal gas, both in the case of classical and quantum particles, is maximised when the number particle density, linear momentum and energy are fixed. The dispersion law energy to momentum is chosen as linear or quadratic, corresponding to non-relativistic or relativistic behaviour.
Équations d'onde à 5 dimensions
Espace-temps ayant la propriété harmonique
Essai de «thermodynamique rationnelle» des milieux continus
Event and apparent horizon finders for numerical relativity.
Exact solutions of the equations of relativistic hydrodynamics representing potential flows.
Existence and uniqueness theorems for viscous fluids capable of heat conduction in a relativistic theory of non stationary thermodynamics
Existence of geodesics for the Lorentz metric of a stationary gravitational field
Exotic galilean symmetry and non-commutative mechanics.
Experimental searches for dark matter.
Explicit solutions of on the Friedmann-Robertson-Walker space-times
theories.
Factorization method and Gegenbauer polynomials in tense brane black hole.
Fastest curves and toroidal black holes
We discuss an apparent paradox (and conjectured resolution) of Jacobson and Venkataramani concerning 'temporarily toroidal' black hole horizons, in light of a recent connectivity theorem for spaces of complete causal curves. We do this in a self-contained manner by first reviewing the 'fastest curve argument' which proves this connectivity theorem, and we note that active topological censorship can be derived as a corollary of this argument. We argue that the apparent paradox arises only when one...
Fermion on curved spaces, symmetries, and quantum anomalies.