Integrable \(p\)-almost tangent manifolds and tangent bundles of \(p^ 1\)- velocities
From MaRDI portal
Publication:1187293
DOI10.1007/BF01903546zbMath0757.53015MaRDI QIDQ1187293
Isabel Méndez, Modesto Salgado, Manuel de León
Publication date: 28 June 1992
Published in: Acta Mathematica Hungarica (Search for Journal in Brave)
Related Items (14)
A global characterization of jet bundles of \(p^ 1\)-velocities and covelocities ⋮ The Günther’s formalism in classical field theory: momentum map and reduction ⋮ The globalization problem of the Hamilton-DeDonder-Weyl equations on a local \(k\)-symplectic framework ⋮ SYMMETRIES AND CONSERVATION LAWS IN THE GÜNTHER k-SYMPLECTIC FORMALISM OF FIELD THEORY ⋮ NONHOLONOMIC CONSTRAINTS IN k-SYMPLECTIC CLASSICAL FIELD THEORIES ⋮ SYMMETRIES, NEWTONOID VECTOR FIELDS AND CONSERVATION LAWS IN THE LAGRANGIAN k-SYMPLECTIC FORMALISM ⋮ The second-order problem for \(k\)-presymplectic Lagrangian field theories: application to the Einstein-Palatini model ⋮ \(k\)-cosymplectic classical field theories: Tulczyjew and skinner-rusk formulations ⋮ Some aspects of the theory of manifolds over algebras and Weil bundles ⋮ Existence of $p$-almost tangent structures ⋮ HAMILTON–JACOBI THEORY IN k-SYMPLECTIC FIELD THEORIES ⋮ Günther’s formalism (k-symplectic formalism) in classical field theory: Skinner–Rusk approach and the evolution operator ⋮ Nonstandard connections in k-cosympletic field theory ⋮ HAMILTON–JACOBI THEORY IN k-COSYMPLECTIC FIELD THEORIES
Cites Work
This page was built for publication: Integrable \(p\)-almost tangent manifolds and tangent bundles of \(p^ 1\)- velocities
