A. Hanson, T. Regge, C. TeitelboimConstrained Hamiltonian Systems C. TeitelboimLectures on generalized Hamiltonian dynamics, notes of a lecture course. Andrew J. Hanson; Professor Emeritus of Computer Science; School .. is a short book by Hanson, Regge, and Teitelboim, originally published. A. Hanson, T. Regge, and C. Teitelboim, Constrained Hamiltonian Systems ( Accademia Nazionale dei Lincei, Rome, )., Google Scholar; © American.
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Constrained Hamiltonian Systems
We are testing a new system for linking publications to authors. If you notice any innacuracies, please sign in and mark papers as correct or incorrect matches. If you identify any major omissions or other inaccuracies in the publication list, please let us know. Tullio Regge – Publications Affiliations: Tree Info PubMed Report error.
Some thoughts on the future of unified models Journal of Physics a: Extension of geodesic algebras to continuous genus Letters in Mathematical Physics. Combinatorial and topological approach to the 3D Ising model Journal of Physics a: Discrete structures in gravity Journal of Mathematical Physics.
Word Problem and decimation procedure in the Ising model on infinite hyperbolic group lattices Teitelboij Journal of Modern Physics B.
Canonical normal coordinates General Relativity and Gravitation. The use of computer algebra in physics European Journal of Physics. On broken symmetries and gravity Physics Reports. Covariant canonical formalism for gravity Annals of Physics.
Andrew J Hanson – Google Scholar Citations
Reggge group manifold hamiltonian for supergravity Physics Letters B. Covariant canonical formalism for supergravity Physics Letters B. Covariant canonical formalism for the group manifold Annals of Physics.
Lie groups and gravity theories Pramana. Consistent supergravity in six dimensions without action invariance Physics Letters B. Gravity theories with asymptotically flat instantons Nuclear Physics, Section B.
The supergroup manifold formulation of the Wess-Zumino multiplet revisited: The supercurrent and the supergravity auxiliary fields Nuclear Physics, Section B. Geometrical first order supergravity in five hansoj time dimensions Annals of Physics. Group theoretical construction of two-dimensional models with infinite sets of conservation laws Nuclear Physics, Section B.
Coupling of matter to supergravity from the rheonomic symmetry point of view and the origin of the auxiliary fields Nuclear Physics, Section B. A general scheme for bidimensional models with associated linear set Physics Letters B.
Geometrical formulation of supergravity theories on orthosymplectic supergroup manifolds La Rivista Del Nuovo Cimento. Gauge hahson as phonon excitations in a condensate of dual strings Physics Letters B.
Gravity and supergravity as gauge theories on a group manifold Physics Letters B. On the hydrodynamics of Fermi superfluids Annals of Reegge. Unified approach to strings and vortices with soliton solutions Physical Review D. On the density oscillations in finite systems Annals of Physics. Statistical mechanics models and the modular group Communications in Mathematical Physics.
Conformal properties of a class of exactly solvable N-body problems in space dimension one Journal of Mathematical Physics. Vortices in He II, current algebras and quantum knots Physica a: Statistical Mechanics and Its Applications. Band hybridization in rotational motion Physics Letters B. On the back-bending in the rotational motion Physics Letters B. Improved Hamiltonian for general relativity Physics Letters B.
Role of surface integrals in the Hamiltonian formulation of general relativity Annals of Physics.
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The relativistic spherical top Annals of Physics. Perturbations on the mixmaster universe Physical Review Letters. Rotational motion at large angular momentum in even-even deformed nuclei Physics Letters B.
The monodromy rings of one loop Feynman integrals Communications in Mathematical Physics. The monodromy rings of a class of self-energy graphs Communications in Mathematical Physics. A geometrical model showing the independence of locality and positivity of the energy Communications in Mathematical Physics.
On the properties of landau curves Il Nuovo Cimento Series Dynamical equations and angular momentum Il Nuovo Cimento. Regte limit of scattering amplitudes Physical Review Letters. The maximum analyticity principle in the rege momentum Il Nuovo Cimento. A dynamical equation for the jost function Il Nuovo Cimento Series The interpolation problem in the theory of complex angular momentum Il Nuovo Cimento Series Potential scattering for complex energy and angular momentum Il Nuovo Cimento Series A discussion of the noyes and wong equation for potential scattering Il Nuovo Cimento Series General relativity without coordinates Il Nuovo Cimento Series Mandelstam representation for the nonrelativistic many channel problem Annals of Physics.
Bound states, shadow states and mandelstam representation Il Nuovo Cimento Series Introduction to complex orbital momenta Il Nuovo Cimento Series Analytic properties of the scattering matrix Il Nuovo Cimento. Gravitational fields and quantum mechanics Il Nuovo Cimento Series Construction of potentials from resonance parameters Il Nuovo Cimento Series On the analytic behaviour of the eigenvalue of the S-matrix in the complex plane of the energy Il Nuovo Cimento Series Stability of a schwarzschild singularity Physical Review.
On the properties of spin 2 particles Il Hansn Cimento. Additional remarks and errata corrige to a paper on the theory of spin 2 particles Il Nuovo Cimento. On the polarization of high energy nucleons scattered by a nuclear field Il Nuovo Cimento. Scattering problems with spin-orbit couplings Il Nuovo Cimento. Regge TZecchina R. Regge TWilliams RM. Nelson JE, Regge T. Nelson J, Regge T.
D’Auria R, Regge T. Rasetti Teitelobim, Regge T. Ne’eman Y, Regge T. Lund F, Regge T. Barucchi G, Regge T. Regge TTeitelboim C. Hanson AJRegge T. Hu BL, Regge T. Molinari A, Regge T. Regge TBarucchi G. Predazzi E, Regge T. Regge TViano GA.
De Alfaro V, Regge T. Regge TWheeler JA. Mandl F, Regge T. Teitleboim B, Regge T. Regge TVerde M.