zbMath0675.53065MaRDI QIDQ3994654
Ernst Binz, Jędrzej Śniatycki, Hans R. Fischer
Publication date: 17 September 1992
Title: zbMATH Open Web Interface contents unavailable due to conflicting licenses.
VARIATIONAL THEORY OF BALANCE SYSTEMS,
The existence of a symmetric stress tensor in a non-local description of continuum mechanics,
An invariance argument for confinement,
Classical geometry of bosonic string dynamics,
Special issue: Selected papers based on the presentation at the summer school ``Geometric and topological methods for quantum field theory, Villa de Leyva, Colombia, July 7--25, 2003., Representation of a gauge group as motions of a Hilbert space, The second Noether theorem in the formalism of jet-bundles: Symmetries and degeneration, Constrained quantization and \(\theta \)-angles, Symmetries and constants of the motion for singular Lagrangian systems, Infinite-dimensional Lie groups and algebras in mathematical physics, De Donder form for second order gravity, Projective limits of Banach-Lie groups, Algebraic structure of classical field theory: kinematics and linearized dynamics for real scalar fields, Canonical multi-symplectic structure on the total exterior algebra bundle, Hyper-stresses in \(k\)-jet field theories, Some remarks on Lagrangian and Poisson reduction for field theories., Gauge invariance, boundary conditions, and charges, Classical field theory on Lie algebroids: multisymplectic formalism, Stress theory for classical fields, Extended Hamiltonian systems in multisymplectic field theories, General symmetries in optimal control, Matched pair analysis of the Vlasov plasma, De Donder Construction for Higher Jets, PRE-MULTISYMPLECTIC CONSTRAINT ALGORITHM FOR FIELD THEORIES, Generating functionals and Lagrangian partial differential equations, Covariant momentum map for non-Abelian topological BF field theory, A review on geometric formulations for classical field theory: the Bonzom–Livine model for gravity, Geodesics on loop spaces, The extension problem for Lie group homomorphisms, MULTISYMPLECTIC GEOMETRY AND k-COSYMPLECTIC STRUCTURE FOR THE FIELD THEORIES AND THE RELATIVISTIC MECHANICS, SYMMETRIES IN CLASSICAL FIELD THEORY, Multi-symplectic integrators: numerical schemes for Hamiltonian PDEs that conserve symplecticity, Jacobi Stability for Geometric Dynamics, Reduction of homogeneous Yang-Mills fields, Quantization commutes with singular reduction: Cotangent bundles of compact Lie groups, Covariant Variational Evolution and Jacobi brackets: Fields, Constrained quantisation and \(\theta\)-angles. II., Vector fields in three-space, natural internal degrees of freedom, signal transmission and quantization., A Hamiltonian analysis of Yang-Mills equations, On the multimomentum bundles and the Legendre maps in field theories, Jacobi Stability of Linearized Geometric Dynamics, Quantization of polysymplectic manifolds, 4-D GEOMETRICAL MODELING OF MATERIAL AGING, Geometrical theory of uniform Cosserat media, A kinematic model for continuous distributions of dislocations, Nonholonomic constraints in classical field theories, The Hamilton-Pontryagin principle and multi-Dirac structures for classical field theories, The existence and uniqueness of solutions of Yang-Mills equations with bag boundary conditions, On the irredundant part of the first Piola-Kirchhoff stress tensor, Regularity of constraints in the Minkowski space Yang-Mills theory, The principle of virtual work and a symplectic reduction of non-local continuum mechanics, Hamilton-Jacobi theory in Cauchy data space, Heisenberg groups -- a unifying structure of signal theory, holography and quantum information theory, Geometric aspects of nonholonomic field theories
