Sfoglia per Autore
Quantization of a coupled Fermi field and Robertson-Walker metric
1974-01-01 C. J. ISHAM; J. E. NELSON
Hamiltonian for the Einstein-Dirac field
1977-01-01 J. E. NELSON; C. TEITELBOIM
Hamiltonian formulation of the theory of interacting gravitational and electron fields
1978-01-01 J. E. NELSON;C. TEITELBOIM
Canonical general relativity: the primary constraint algebra
1983-01-01 J. M. CHARAP; J. E. NELSON
Surface integrals and the gravitational action
1983-01-01 J. M. CHARAP; J. E. NELSON
Covariant canonical formalism for supergravity
1985-01-01 A. LERDA; J. E. NELSON; T. REGGE
The group manifold hamiltonian for supergravity
1985-01-01 A. LERDA; J. E. NELSON; T. REGGE
Covariant canonical formalism for the group manifold
1985-01-01 A. D'ADDA; J. E. NELSON; T. REGGE
The canonical Hamiltonian for vierbein general relativity
1986-01-01 J. M. CHARAP; J. E. NELSON
Covariant canonical formalism for gravity
1986-01-01 J. E. NELSON; T. REGGE
Lorentz Invariance and the Group Manifold Approach
1987-01-01 J.E.NELSON;T.REGGE
COVARIANT CANONICAL FORMALISM FOR POLYNOMIAL SUPERGRAVITY IN ANY DIMENSION
1987-01-01 A. LERDA; J. E. NELSON; T. REGGE
Extended canonical vierbein formalism
1988-01-01 J. E. NELSON
Explicit form of the constraint algebra in tetrad gravity
1988-01-01 J. M. CHARAP; M. HENNEAUX; J. E. NELSON
Derivation of Ashtekar variables from tetrad gravity
1989-01-01 M. HENNEAUX; J. E. NELSON; C. SCHOMBLOND
Homotopy Groups And (2+1)-Dimensional Quantum Gravity
1989-01-01 J. E. NELSON;T. REGGE
GROUP MANIFOLD DERIVATION OF CANONICAL THEORIES
1989-01-01 J. E. NELSON; T. REGGE
Canonical normal coordinates
1989-01-01 J. E. NELSON; T. REGGE
Homotopy groups and (2 + 1)-dimensional quantum de Sitter gravity
1990-01-01 J. E. NELSON;T. REGGE;F. ZERTUCHE
Quantum Gravity and Quantum Groups
1991-01-01 J. E. NELSON; T. REGGE
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