Classical gravity has sufficient supersymmetric extension that its Hamiltonian is expressible as a Poisson bracket of supercharges. Its value, the energy, is then a manifestly positive functional of the spinor transformation parameter, identical in form to Witten's expression whose supergravity basis is thereby established
The problem of the dynamical structure and definition of energy for the classical general theory of ...
The problem of the dynamical structure and definition of energy for the classical general theory of ...
An $N = 1$ supersymmetric version of two dimensional dilaton gravity coupled to matter is considered...
Classical gravity has sufficient supersymmetric extension that its Hamiltonian is expressible as a P...
Classical gravity has sufficient supersymmetric extension that its Hamiltonian is expressible as a P...
Witten's proof of positive gravitational energy involved an apparent choice of supergauge, through a...
Witten's proof of positive gravitational energy involved an apparent choice of supergauge, through a...
We show that the total energy in supergravity theory is nonnegative. The derivation is based on the ...
We show that the total energy in supergravity theory is nonnegative. The derivation is based on the ...
AbstractFollowing the Witten–Nester formalism, we present a useful prescription using Weyl spinors t...
Following the Witten–Nester formalism, we present a useful prescription using Weyl spinors towards t...
We propose a gauge theory of gravitation. The gauge potential is a connection of the Super SL(2,C) g...
We first describe a class of spinor-curvature identities (SCI) which have gravitational applications...
The path integral for the gravity sector of supergravity, i.e., after integration over the spin-3/2 ...
The effort to discover a quantum theory of gravity is motivated by the need to reconcile the incompa...
The problem of the dynamical structure and definition of energy for the classical general theory of ...
The problem of the dynamical structure and definition of energy for the classical general theory of ...
An $N = 1$ supersymmetric version of two dimensional dilaton gravity coupled to matter is considered...
Classical gravity has sufficient supersymmetric extension that its Hamiltonian is expressible as a P...
Classical gravity has sufficient supersymmetric extension that its Hamiltonian is expressible as a P...
Witten's proof of positive gravitational energy involved an apparent choice of supergauge, through a...
Witten's proof of positive gravitational energy involved an apparent choice of supergauge, through a...
We show that the total energy in supergravity theory is nonnegative. The derivation is based on the ...
We show that the total energy in supergravity theory is nonnegative. The derivation is based on the ...
AbstractFollowing the Witten–Nester formalism, we present a useful prescription using Weyl spinors t...
Following the Witten–Nester formalism, we present a useful prescription using Weyl spinors towards t...
We propose a gauge theory of gravitation. The gauge potential is a connection of the Super SL(2,C) g...
We first describe a class of spinor-curvature identities (SCI) which have gravitational applications...
The path integral for the gravity sector of supergravity, i.e., after integration over the spin-3/2 ...
The effort to discover a quantum theory of gravity is motivated by the need to reconcile the incompa...
The problem of the dynamical structure and definition of energy for the classical general theory of ...
The problem of the dynamical structure and definition of energy for the classical general theory of ...
An $N = 1$ supersymmetric version of two dimensional dilaton gravity coupled to matter is considered...