Add to ORKGA discrete version of a moving-frame formalism is developed and is used to obtain lattice gravity in a Hamiltonian formulation. It is more straightforward to transcribe the constraints of these theories from the continuum to the lattice using these techniques rather than the ordinary Regge calculus. The closure of the algebra of constraints has not been studied. © 1988 The American Physical Society
In a gravitational context, canonical methods offer an intuitive picture of the dynamics and simplif...
We show that the algebra of discretized spatial diffeomorphism constraints in Hamiltonian lattice qu...
Using the dynamical triangulation approach, a method of coupling lattice gauge fields to quantum gra...
A discrete version of a moving-frame formalism is developed and is used to obtain lattice gravity in...
The structure constants appearing in the Poisson-brackets relations among constraints in the Hamilto...
A general canonical formalism for discrete systems is developed which can handle varying phase space...
Just as for non-abelian gauge theories at strong coupling, discrete lattice methods are a natural to...
Starting from an action for discretized gravity, we derive a canonical formalism that exactly reprod...
The Hamiltonian formulation for the mechanical systems with reparametrization-invariant Lagrangians,...
I discuss some aspects of a lattice approach to canonical quantum gravity in a connection formulatio...
We show that the algebra of discretized spatial diffeomorphism constraints in Hamiltonian lattice qu...
I discuss some aspects of a lattice approach to canonical quantum gravity in a connection formulatio...
In this paper, we develop the theory of the discrete moving frame in two different ways. In the firs...
The construction of a consistent theory of quantum gravity is a problem in theoretical physics that ...
The construction of a consistent theory of quantum gravity is a problem in theoretical physics that ...
In a gravitational context, canonical methods offer an intuitive picture of the dynamics and simplif...
We show that the algebra of discretized spatial diffeomorphism constraints in Hamiltonian lattice qu...
Using the dynamical triangulation approach, a method of coupling lattice gauge fields to quantum gra...
A discrete version of a moving-frame formalism is developed and is used to obtain lattice gravity in...
The structure constants appearing in the Poisson-brackets relations among constraints in the Hamilto...
A general canonical formalism for discrete systems is developed which can handle varying phase space...
Just as for non-abelian gauge theories at strong coupling, discrete lattice methods are a natural to...
Starting from an action for discretized gravity, we derive a canonical formalism that exactly reprod...
The Hamiltonian formulation for the mechanical systems with reparametrization-invariant Lagrangians,...
I discuss some aspects of a lattice approach to canonical quantum gravity in a connection formulatio...
We show that the algebra of discretized spatial diffeomorphism constraints in Hamiltonian lattice qu...
I discuss some aspects of a lattice approach to canonical quantum gravity in a connection formulatio...
In this paper, we develop the theory of the discrete moving frame in two different ways. In the firs...
The construction of a consistent theory of quantum gravity is a problem in theoretical physics that ...
The construction of a consistent theory of quantum gravity is a problem in theoretical physics that ...
In a gravitational context, canonical methods offer an intuitive picture of the dynamics and simplif...
We show that the algebra of discretized spatial diffeomorphism constraints in Hamiltonian lattice qu...
Using the dynamical triangulation approach, a method of coupling lattice gauge fields to quantum gra...
