The Geometry of Higher-Order Lagrange Spaces Applications to Mechanics and Physics Authors (view affiliations) Radu Miron Book 24 Citations 5 Readers 2.6k Downloads Part of the Fundamental Theories of Physics book series (FTPH, volume 82)
Chapters Table of contents (12 chapters) About About this book Table of contents Search within book Front Matter Pages i-xv PDF Lagrange Spaces of Order 1 Radu Miron Pages 1-44 The Geometry of 2-Osculator Bundle Radu Miron Pages 45-74 N-Linear Connections Structure Equations Radu Miron Pages 75-106 Lagrangians of Second Order. Variational Problem. Nöther Type Theorems Radu Miron Pages 107-140 Second Order Lagrange Spaces Radu Miron Pages 141-152 Geometry of the k-Osculator Bundle Radu Miron Pages 153-178 Linear Connections on OsckM Radu Miron Pages 179-202 Lagrangians of Order k. Applications to Higher—Order Analytical Mechanics Radu Miron Pages 203-226 Prolongation of the Riemannian, Finslerian and Lagrangian Structures to the k-Osculator Bundle Radu Miron Pages 227-242 Higher Order Lagrange Spaces Radu Miron Pages 243-264 Subspaces in Higher Order Lagrange Spaces Radu Miron Pages 265-284 Gauge Theory in the Higher Order Lagrange Spaces Radu Miron Pages 285-308 Back Matter Pages 309-336 PDF About this book Keywords Gauge theory Optimal control Theoretical physics differential geometry manifold mechanics optics Authors and affiliations Radu Miron11.Faculty of Mathematics“Al. I. Cuza” University of IaşiIaşiRomania Bibliographic information DOI https://doi.org/10.1007/978-94-017-3338-0 Copyright Information Springer Science+Business Media B.V. 1997 Publisher Name Springer, Dordrecht eBook Packages Springer Book Archive Print ISBN 978-90-481-4789-2 Online ISBN 978-94-017-3338-0 About this book Buy options