Pages that link to "Item:Q1187293"

The following pages link to Integrable \(p\)-almost tangent manifolds and tangent bundles of \(p^ 1\)- velocities (Q1187293):

Displaying 18 items.

• Some aspects of the theory of manifolds over algebras and Weil bundles (Q548741) (← links)
• \(k\)-cosymplectic classical field theories: Tulczyjew and skinner-rusk formulations (Q694505) (← links)
• p-almost tangent structures (Q1120130) (← links)
• Characterization of higher-order tangent bundles (Q1892779) (← links)
• A global characterization of jet bundles of \(p^ 1\)-velocities and covelocities (Q1903538) (← links)
• The globalization problem of the Hamilton-DeDonder-Weyl equations on a local \(k\)-symplectic framework (Q2222878) (← links)
• The second-order problem for \(k\)-presymplectic Lagrangian field theories: application to the Einstein-Palatini model (Q2244645) (← links)
• Hamilton-Jacobi theory in \(k\)-cosymplectic field theories (Q2874229) (← links)
• HAMILTON–JACOBI THEORY IN k-SYMPLECTIC FIELD THEORIES (Q3084716) (← links)
• Existence of $p$-almost tangent structures (Q3135922) (← links)
• Günther’s formalism (k-symplectic formalism) in classical field theory: Skinner–Rusk approach and the evolution operator (Q3438410) (← links)
• Nonstandard connections in k-cosympletic field theory (Q3438709) (← links)
• NONHOLONOMIC CONSTRAINTS IN k-SYMPLECTIC CLASSICAL FIELD THEORIES (Q3542816) (← links)
• (Q4021389) (← links)
• The Günther’s formalism in classical field theory: momentum map and reduction (Q4833384) (← links)
• (Q4858381) (← links)
• SYMMETRIES, NEWTONOID VECTOR FIELDS AND CONSERVATION LAWS IN THE LAGRANGIAN k-SYMPLECTIC FORMALISM (Q4904603) (← links)
• SYMMETRIES AND CONSERVATION LAWS IN THE GÜNTHER k-SYMPLECTIC FORMALISM OF FIELD THEORY (Q5386933) (← links)