We review the formalism used for the algebraic classification of higher- dimensional spacetimes, together with a few basic results in this field. Then we use this formalism to discuss some problems involving type I and II Kaluza–Klein reductions of vacuum spacetimes and to present a few results
This paper explores the Petrov type D, stationary axisymmetric vacuum (SAV) spacetimes that were fou...
We present a brief description of noncompactified higher-dimensional theories from the perspective o...
A brief overview of dimensional reductions for diffeomorphism invariant theories is given. The disti...
Multidimensional spaces; light-similar sources; models of stars and the Universe are investigated in...
The thesis starts with a brief introduction to the algebraic classificati- on of tensors and spaceti...
A new class of higher-dimensional exact solutions of Einstein’s vacuum equation is presented. These ...
This thesis concerns two distinct areas of research (i) the development of a practical set of method...
Many features of dimensional reduction schemes are determined by the breaking of higher dimensional ...
The consistency condition on the Killing vectors is tested for the Kaluza-Klein reductions of type I...
Many features of dimensional reduction schemes are determined by the breaking of higher dimensional ...
In this thesis I show known solutions of Einstein's equations and I am trying to find if some of the...
This PhD thesis contains a collection of work related to the algebraic classification of spacetimes ...
The most direct experimental signature of a compactified extra dimension would be the appearance of ...
We present a convenient method of algebraic classification of 2+1 spacetimes into the types I, II, D...
Algebraic classification of higher dimensional, shear-free, twist-free, expanding (or non-expanding)...
This paper explores the Petrov type D, stationary axisymmetric vacuum (SAV) spacetimes that were fou...
We present a brief description of noncompactified higher-dimensional theories from the perspective o...
A brief overview of dimensional reductions for diffeomorphism invariant theories is given. The disti...
Multidimensional spaces; light-similar sources; models of stars and the Universe are investigated in...
The thesis starts with a brief introduction to the algebraic classificati- on of tensors and spaceti...
A new class of higher-dimensional exact solutions of Einstein’s vacuum equation is presented. These ...
This thesis concerns two distinct areas of research (i) the development of a practical set of method...
Many features of dimensional reduction schemes are determined by the breaking of higher dimensional ...
The consistency condition on the Killing vectors is tested for the Kaluza-Klein reductions of type I...
Many features of dimensional reduction schemes are determined by the breaking of higher dimensional ...
In this thesis I show known solutions of Einstein's equations and I am trying to find if some of the...
This PhD thesis contains a collection of work related to the algebraic classification of spacetimes ...
The most direct experimental signature of a compactified extra dimension would be the appearance of ...
We present a convenient method of algebraic classification of 2+1 spacetimes into the types I, II, D...
Algebraic classification of higher dimensional, shear-free, twist-free, expanding (or non-expanding)...
This paper explores the Petrov type D, stationary axisymmetric vacuum (SAV) spacetimes that were fou...
We present a brief description of noncompactified higher-dimensional theories from the perspective o...
A brief overview of dimensional reductions for diffeomorphism invariant theories is given. The disti...