We show that the torsion of a Cartan geometry can be associated to two spin-2 fields. This structure allows a new approach to deal with the proposal of geometrization of spin-2 fields besides the traditional one dealt with in General Relativity. We use the associated Hilbert-Einstein Lagrangian $R$ for generating a dynamics for the fields
A two spinor lagrangian formulation of field equations for massive particle of arbitrary spin is pro...
The goal of this paper is to link the geometric variables of four-dimensional spacetime with electro...
A distance can be measured by monitoring how much a wheel has rotated when rolled without slipping. ...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
We review the application of torsion in field theory. First we show how the notion of torsion emerge...
summary:An integrated approach to Lie derivatives of spinors, spinor connections and the gravitation...
summary:An integrated approach to Lie derivatives of spinors, spinor connections and the gravitation...
summary:An integrated approach to Lie derivatives of spinors, spinor connections and the gravitation...
www.et3m.net) Cartan geometry is applied to the plane polar coordinates to calculate the tetrad and ...
In the present paper we consider a theory of gravity in which not only curvature but also torsion is...
The geometry of torsion in the Riemann-Cartan (RC) theory can be described by an Abelian axial-vecto...
A two spinor lagrangian formulation of field equations for massive particle of arbitrary spin is pro...
The goal of this paper is to link the geometric variables of four-dimensional spacetime with electro...
A distance can be measured by monitoring how much a wheel has rotated when rolled without slipping. ...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
This work aims to autonomously revisit some puncta salientia of the Einstein–Cartan (EC) theory, foc...
We review the application of torsion in field theory. First we show how the notion of torsion emerge...
summary:An integrated approach to Lie derivatives of spinors, spinor connections and the gravitation...
summary:An integrated approach to Lie derivatives of spinors, spinor connections and the gravitation...
summary:An integrated approach to Lie derivatives of spinors, spinor connections and the gravitation...
www.et3m.net) Cartan geometry is applied to the plane polar coordinates to calculate the tetrad and ...
In the present paper we consider a theory of gravity in which not only curvature but also torsion is...
The geometry of torsion in the Riemann-Cartan (RC) theory can be described by an Abelian axial-vecto...
A two spinor lagrangian formulation of field equations for massive particle of arbitrary spin is pro...
The goal of this paper is to link the geometric variables of four-dimensional spacetime with electro...
A distance can be measured by monitoring how much a wheel has rotated when rolled without slipping. ...