The Einstein equations describing gravitational fields in vacuum are written as a compact exterior system of spinor-valued forms. A second system of equations is given, such that their integrability conditions are satisfied by virtue of the Einstein equations. This suggests the possibility of integrating the field equations by means of an inversetype procedure
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in...
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in...
We consider some classes of solutions of the static, spherically symmetric gravitational field equat...
Some new symmetry algebras are found for the vacuum Einstein equations. Among them there exists an i...
Exact solutions of the equations governing vacuum cylindrical gravitational wave spacetimes and coll...
Vector Bäcklund transformations which relate solutions of the vacuum Einstein equations having two c...
Stationary axially-symmetric space-times possess two commuting Killing vectors which make it possibl...
We classify all generalized symmetries of the vacuum Einstein equations in four spacetime dimension...
The Ernst equation for gravitational fields with a two-parameter isometry group is formulated as a v...
© American Physical SocietyThe Ernst equation for gravitational fields with a two-parameter isometry...
The Einstein field equations for twisting, type-N fields in empty space possessing two noncommuting ...
The Einstein equation for stationary axially-symmetric vacua reduces to a system of nonlinear partia...
This paper is a Summary Note sketching in a rather self-contained but condensed way the results rece...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)In this paper we are concerned t...
The approach, referred to as "monodromy transform", provides some general base for solution of all k...
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in...
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in...
We consider some classes of solutions of the static, spherically symmetric gravitational field equat...
Some new symmetry algebras are found for the vacuum Einstein equations. Among them there exists an i...
Exact solutions of the equations governing vacuum cylindrical gravitational wave spacetimes and coll...
Vector Bäcklund transformations which relate solutions of the vacuum Einstein equations having two c...
Stationary axially-symmetric space-times possess two commuting Killing vectors which make it possibl...
We classify all generalized symmetries of the vacuum Einstein equations in four spacetime dimension...
The Ernst equation for gravitational fields with a two-parameter isometry group is formulated as a v...
© American Physical SocietyThe Ernst equation for gravitational fields with a two-parameter isometry...
The Einstein field equations for twisting, type-N fields in empty space possessing two noncommuting ...
The Einstein equation for stationary axially-symmetric vacua reduces to a system of nonlinear partia...
This paper is a Summary Note sketching in a rather self-contained but condensed way the results rece...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)In this paper we are concerned t...
The approach, referred to as "monodromy transform", provides some general base for solution of all k...
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in...
In this article we present the algebraic rearrangement, or matrix inversion of the Dirac equation in...
We consider some classes of solutions of the static, spherically symmetric gravitational field equat...