Weil bundles as generalized jet spaces
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Publication:5389939
DOI10.1016/B978-044452833-9.50013-9zbMath1236.58010OpenAlexW2493518577MaRDI QIDQ5389939
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Publication date: 23 April 2012
Published in: Handbook of Global Analysis (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/b978-044452833-9.50013-9
Related Items (20)
On the Weilian prolongations of natural bundles ⋮ Absolute contact differentiation on submanifolds of Cartan spaces ⋮ Description of jet like functors on double vector bundles by means of admissible systems ⋮ Some applications of the Mangiarotti–Modugno formula for tangent-valued forms ⋮ On the symmetrization of jets on vector bundles ⋮ Vertical functors on fibered manifolds ⋮ Fiber product preserving bundle functors as modified vertical Weil functors ⋮ Affine transformations in bundles ⋮ Symplectic structure and applications on Weil bundles ⋮ Jets and the variational calculus ⋮ Linear natural operators lifting p-vectors to tensors of type (q, 0) on Weil bundles ⋮ Some properties of fiber product preserving bundle functors ⋮ On special types of nonholonomic contact elements ⋮ Bundle-theoretic methods for higher-order variational calculus ⋮ Models for higher algebroids ⋮ On the jets of foliation respecting maps ⋮ On the geometry of Weil bundles ⋮ Some geometric constructions on Frobenius Weil bundles ⋮ Fiber product preserving bundle functors of vertical type ⋮ Complete lifting of double-linear semi-basic tangent valued forms to Weil like functors on double vector bundles
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