The Geometry of Higher-Order Hamilton Spaces

Lingua: inglese

Editore: Springer, Springer Sep 2012, 2012

940103995X / 9789401039956

Serie: Libro 55 di 103 - Fundamental Theories of Physics

Da: buchversandmimpf2000, Emtmannsberg, BAYE, Germaniabuchversandmimpf2000

Venditore con 5 stelle

Venditore AbeBooks dal 23 gennaio 2017

Brossura

Condizione: Nuovo

EUR 106,99

EUR 60,00 spedizione 
Spedito da Germania a U.S.A.

Quantità: 1 disponibile

Aggiungi al carrello
Resi gratuiti per 30 giorni

Descrizione dell’articolo da parte del venditore

This item is printed on demand - Print on Demand Titel. Neuware -1 Geometry of the k-Tangent Bundle TkM.- 1.1 The Category of k-Accelerations Bundles.- 1.2 Liouville Vector Fields. k-Semisprays.- 1.3 Nonlinear Connections.- 1.4 The Dual Coefficients of a Nonlinear Connection.- 1.5 The Determination of a Nonlinear Connection.- 1.6 d-Tensor Fields. N-Linear Connections.- 1.7 Torsion and Curvature.- 2 Lagrange Spaces of Higher Order.- 2.1 Lagrangians of Order k.- 2.2 Variational Problem.- 2.3 Higher Order Energies.- 2.4 Jacobi-Ostrogradski Momenta.- 2.5 Higher Order Lagrange Spaces.- 2.6 Canonical Metrical N-Connections.- 2.7 Generalized Lagrange Spaces of Order k.- 3 Finsler Spaces of Order k.- 3.1 Spaces F(k)n.- 3.2 Cartan Nonlinear Connection in F(k)n.- 3.3 The Cartan Metrical N-Linear Connection.- 4 The Geometry of the Dual of k-Tangent Bundle.- 4.1 The Dual Bundle (T\*k M, \*k, M).- 4.2 Vertical Distributions. Liouville Vector Fields.- 4.3 The Structures J and J\*.- 4.4 Canonical Poisson Structures on T\*kM.- 4.5 Homogeneity.- 5 The Variational Problem for the Hamiltonians of Order k.- 5.1 The Hamilton-Jacobi Equations.- 5.2 Zermelo Conditions.- 5.3 Higher Order Energies. Conservation of Energy k 1(H).- 5.4 The Jacobi-Ostrogradski Momenta.- 5.5 Nöther Type Theorems.- 6 Dual Semispray. Nonlinear Connections.- 6.1 Dual Semispray.- 6.2 Nonlinear Connections.- 6.3 The Dual Coefficients of the Nonlinear Connection N.- 6.4 The Determination of the Nonlinear Connection by a Dual k-Semispray.- 6.5 Lie Brackets. Exterior Differential.- 6.6 The Almost Product Structure . The Almost Contact Structure $$mathbb{F}$$.- 6.7 The Riemannian Structure G on T\*kM.- 6.8 The Riemannian Almost Contact Structure $$(mathop mathbb{G}limits^ vee ,mathop mathbb{F}limits^ vee )$$.- 7 Linear Connections on the Manifold T\*kM.- 7.1 The Algebraof Distinguished Tensor Fields.- 7.2 N-Linear Connections.- 7.3 The Torsion and Curvature of an N-Linear Connection.- 7.4 The Coefficients of a N-Linear Connection.- 7.5 The h-, - and k-Covariant Derivatives in Local Adapted Basis.- 7.6 Ricci Identities. Local Expressions of d-Tensor of Curvature and Torsion. Bianchi Identities.- 7.7 Parallelism of the Vector Fields on the Manifold T\*kM.- 7.8 Structure Equations of a N-Linear Connection.- 8 Hamilton Spaces of Order k 1.- 8.1 The Spaces H(k)n.- 8.2 The k-Tangent Structure J and the Adjoint k-Tangent Structure J\*.- 8.3 The Canonical Poisson Structure of the Hamilton Space H(k)n.- 8.4 Legendre Mapping Determined by a Lagrange Space L(k)n= (M, L).- 8.5 Legendre Mapping Determined by a Hamilton Space of Order k.- 8.6 The Canonical Nonlinear Connection of the Space H(k)n.- 8.7 Canonical Metrical N-Linear Connection of the Space H(k)n.- 8.8 The Hamilton Space H(k)n of Electrodynamics.- 8.9 The Riemannian Almost Contact Structure Determined by the Hamilton Space H(k)n.- 9 Subspaces in Hamilton Spaces of Order k.- 9.1 Submanifolds $${T^{\*k}}mathop Mlimits^ vee$$ in the Manifold T\*kM.- 9.2 Hamilton Subspaces $${{mathop Hlimits^ vee} ^{(k)m}}$$in H(k)n. Darboux Frames.- 9.3 Induced Nonlinear Connection.- 9.4 The Relative Covariant Derivative.- 9.5 The Gauss-Weingarten Formula.- 9.6 The Gauss-Codazzi Equations.- 10 The Cartan Spaces of Order k as Dual of Finsler Spaces of Order k.- 10.1 C(k)n-Spaces.- 10.2 Geometrical Properties of the Cartan Spaces of Order k.- 10.3 Canonical Presymplectic Structures, Variational Problem of the Space C(kn).- 10.4 The Cartan Spaces C(k)n as Dual of Finsler Spaces F(k)n.- 10.5 Canonical Nonlinear Connection. N-Linear Connections.- 10.6 Parallelism of Vector Fields in Cartan SpaceC(kn).- 10.7 Structure Equations of Metrical Canonical N-Connection.- 10.8 Riemannian Almost Contact Structure of the Space C(kn).- 11 Generalized Hamilton and Cartan Spaces of Order k. Applications to Hamiltonian Relativistic Optics.- 11.1 The Space GH(kn).- 11.2 Metrical N-Linear Connections.- 11.3 Hamiltonian Relativistic Optics.- 11.4 The Metrical Almost Contact.…

Codice articolo 9789401039956

Titolo
The Geometry of Higher-Order Hamilton Spaces
Autore
R. Miron
Editore
Springer, Springer Sep 2012
Anno di pubblicazione
2012
Condizione
Neu
Rilegatura
Taschenbuch
Lingua
inglese
ISBN 10
940103995X
ISBN 13
9789401039956
Peso dell'articolo
428 grammi
Dimensioni
240x160x15 mm
Serie
Libro 55 di 103: Fundamental Theories of Physics

buchversandmimpf2000

Emtmannsberg, BAYE, Germania

Venditore con 5 stelle

Venditore AbeBooks dal 23 gennaio 2017

Tariffe di spedizione da Germania a U.S.A.

ArticoloDa 60 a 60 giorni lavorativiDa 60 a 60 giorni lavorativi
Primo articoloEUR 60,00EUR 75,00
I tempi di consegna sono stabiliti dai venditori e variano in base al corriere e al paese. Gli ordini che devono attraversare una dogana possono subire ritardi e spetta agli acquirenti pagare eventuali tariffe o dazi associati. I venditori possono contattarti in merito ad addebiti aggiuntivi dovuti a eventuali maggiorazioni dei costi di spedizione dei tuoi articoli.

Metodi di pagamento

  • Visa
  • Mastercard
  • American Express
  • Carte Bleue
  • Apple Pay
  • Google Pay
  • Assegno
  • PayPal

Descrizione dello Store

Impressum Thorsten Retsch Buchversand Mimpf2000 Oberölschnitz 16 95517 Emtmannsberg Deutschland Telefon: 09209-2023188 Email: mimpf2000@online.de USt-ID-Nr.: DE 235096871 Wir führen gebrauchte Bücher aus allen Sparten der Literatur

Specializzazione

Modernes Antiquariat - Bücher von 1960 bis heute

Informazioni sull’azienda del venditore

buchversandmimpf2000

Germania

Impressum

Gesetzliche Anbieterkennung:

Thorsten Retsch
Buchversand Mimpf2000
Oberölschnitz 16
95517 Emtmannsberg
Deutschland
Telefon: 092092023188
E-Mail: order@buchversandmimpf2000.de
USt-IdNr.: DE 235096871

Alternative Streitbeilegung:
Die Europäische Kommission stellt eine Plattform für die außergerichtliche Online-Streitbeilegung (OS-Plattform) bereit, aufrufbar unter http://ec.europa.eu/odr.