Pages that link to "Item:Q811645"

The following pages link to A multisymplectic framework for classical field theory and the calculus of variations. II: Space + time decomposition (Q811645):

Displaying 22 items.

• Hamiltonian field theory (Q697827) (← links)
• Canonical structure of classical field theory in the polymomentum phase space (Q1290342) (← links)
• Classical field theory on Lie algebroids: multisymplectic formalism (Q1711939) (← links)
• The second Noether theorem in the formalism of jet-bundles: Symmetries and degeneration (Q1907141) (← links)
• On an intrinsic formulation of time-variant port Hamiltonian systems (Q1937501) (← links)
• Hamilton-Jacobi theory for gauge field theories (Q2174613) (← links)
• Geometry of multisymplectic Hamiltonian first-order field theories (Q2738259) (← links)
• First-order Hamiltonian field theory and mechanics (Q3015939) (← links)
• De Donder Construction for Higher Jets (Q3300566) (← links)
• k-SYMPLECTIC AND k-COSYMPLECTIC LAGRANGIAN FIELD THEORIES: SOME INTERESTING EXAMPLES AND APPLICATIONS (Q3583054) (← links)
• (Q3988644) (← links)
• The Günther’s formalism in classical field theory: momentum map and reduction (Q4833384) (← links)
• SYMMETRIES, NEWTONOID VECTOR FIELDS AND CONSERVATION LAWS IN THE LAGRANGIAN k-SYMPLECTIC FORMALISM (Q4904603) (← links)
• Lagrangian and Hamiltonian formulation for infinite-dimensional systems – a variational point of view (Q5035693) (← links)
• Covariant momentum map for non-Abelian topological BF field theory (Q5160121) (← links)
• A review on geometric formulations for classical field theory: the Bonzom–Livine model for gravity (Q5163396) (← links)
• Multi-symplectic, Lagrangian, one-dimensional gas dynamics (Q5253088) (← links)
• SYMMETRIES AND CONSERVATION LAWS IN THE GÜNTHER k-SYMPLECTIC FORMALISM OF FIELD THEORY (Q5386933) (← links)
• A variational approach to second-order multisymplectic field theory (Q5931239) (← links)
• Precanonical quantization and the Schrödinger wave functional (Q5935174) (← links)
• Internal Lagrangians of PDEs as variational principles (Q6204222) (← links)
• The geometry of the solution space of first order Hamiltonian field theories. I: From particle dynamics to free electrodynamics (Q6610202) (← links)