Homothetic perfect fluid spacetimes (Carot, Jaume; Sintes, A. M.) Abstract A brief summary of results on homotheties in general relativity is given, including general information about spacetimes admitting an r-parameter group of homothetic transformations for r > 2, as well as some specific results on perfect fluids. Attention is then focused on inhomogeneous models, in particular on those with a homothetic group H4 (acting multiply transitively) and H3. A classification of all possible Lie algebra structures along with (local) coordinate expressions for the metric and homothetic vectors is then provided (irrespectively of the matter content) and some new perfect fluid solutions are given and briefly discussed.jcarot@uib.esdfsaso4@p...
Ever since Karl Schwarzschild's 1916 discovery of the spacetime geometry describing the interior of ...
grantor: University of TorontoThis thesis deals with two main topics: Matchings of certain...
International audienceIn a recent series of papers new exact analytical solutions of the Einstein eq...
A brief summary of results on homotheties in General Relativity is given, including general informat...
Space-times admitting an $r$-parameter Lie group of homotheties are studied for $r > 2$ devoting a s...
A class of Lorentzian metrics in one variable that admits homothetic transformation is introduced. S...
We classify all spherically symmetric and homothetic spacetimes that are allowed kinematically by co...
In this paper, we find all static, cylindrically symmetric spacetime metrics admitting homothetic sy...
A recent result by Haggag and Hajj-Boutros is reviewed within the framework of self-similar space-ti...
In this paper cylindrically symmetric Marder type spacetimes are classified according to their prope...
We present several results about the nonexistence of solutions of Einstein's equations with homothet...
We construct a homothetic covariant Newtonian gravitation theory which unifies inertial homothetic f...
In this thesis four separate problems in general relativity are considered, dividedinto two separate...
We present a general class of solutions to Einstein's field equations with two spacelike commuting K...
This book is a text on classical general relativity from a geometrical viewpoint. Introductory chapt...
Ever since Karl Schwarzschild's 1916 discovery of the spacetime geometry describing the interior of ...
grantor: University of TorontoThis thesis deals with two main topics: Matchings of certain...
International audienceIn a recent series of papers new exact analytical solutions of the Einstein eq...
A brief summary of results on homotheties in General Relativity is given, including general informat...
Space-times admitting an $r$-parameter Lie group of homotheties are studied for $r > 2$ devoting a s...
A class of Lorentzian metrics in one variable that admits homothetic transformation is introduced. S...
We classify all spherically symmetric and homothetic spacetimes that are allowed kinematically by co...
In this paper, we find all static, cylindrically symmetric spacetime metrics admitting homothetic sy...
A recent result by Haggag and Hajj-Boutros is reviewed within the framework of self-similar space-ti...
In this paper cylindrically symmetric Marder type spacetimes are classified according to their prope...
We present several results about the nonexistence of solutions of Einstein's equations with homothet...
We construct a homothetic covariant Newtonian gravitation theory which unifies inertial homothetic f...
In this thesis four separate problems in general relativity are considered, dividedinto two separate...
We present a general class of solutions to Einstein's field equations with two spacelike commuting K...
This book is a text on classical general relativity from a geometrical viewpoint. Introductory chapt...
Ever since Karl Schwarzschild's 1916 discovery of the spacetime geometry describing the interior of ...
grantor: University of TorontoThis thesis deals with two main topics: Matchings of certain...
International audienceIn a recent series of papers new exact analytical solutions of the Einstein eq...