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02947cam a2200481 4500 |
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http://www.sudoc.fr/024881112 |
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20230629055300.0 |
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|a 0-89874-583-7
|b rel.
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|a US
|b 8221237
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|a (OCoLC)8954713
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|a ocm08954713
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|a PRITEC.TOURS.020020508001
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|a 19821022h19831974k y0frey0103 ba
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|a eng
|2 639-2
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|a US
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|a y ||||001yy
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|a r
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|6 z01
|c txt
|2 rdacontent
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|6 z01
|a i#
|b xxxe##
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|6 z01
|a nga
|2 RDAfrCarrier
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1 |
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|a Classical dynamics
|e a modern perspective
|f E.C.G. Sudarshan, N. Mukunda
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|a Malabar, Flo.
|c R.E. Krieger
|d 1983
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| 215 |
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|a 1 vol. (XI-615 p.)
|d 24 cm
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| 300 |
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|a Reprint. Originally published: New York : Wiley, 1974
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| 320 |
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|a Index
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|b Chapter 1. Introduction: Newton mechanics
|b Chapter 2. Generalized coordinates and Lagrange's equations
|b Chapter 3. The Hamilton and Weiss variational principles and the Hamilton equations of motion
|b Chapter 4. The relation between the Lagrangian and the Hamiltonian descriptions
|b Chapter 5. Invariance properties of the Lagrangian and Hamiltonian descriptions, Poisson and Lagrange brackets, and canonical transformations
|b Chapter 6. Group properties and methods of constructing canonical transformations
|b Chapter 7. Invariant measures in phase space and various forms of development in time
|b Chapter 8. Theory of systems with constraints
|b Chapter 9. The generalized Poisson bracket and its applications
|b Chapter 10. Dynamical systems with infinitely many degrees of freedom and theory of fields
|b Chapter 11. Linear and angular momentum dynamical variables and their significance
|b Chapter 12. Sets, topological space, groups
|b Chapter 13. Lie groups and lie algebras
|b Chapter 14. Realizations of lie groups and lie algebras
|b Chapter 15. Some important lie groups and their lie algebras
|b Chapter 16. Relativistic symmetry in the Hamiltonian formalism
|b Chapter 17. The tree-dimensional rotation group
|b Chapter 18. The three-dimensional euclidian group
|b Chapter 19. The Galilei group
|b Chapter 20. The Poincaré group
|b Chapter 21. Manifest covariance in Hamiltonian mechanics
|b Chapter 22. Relativistic action-at-a-distance theories
|b Chapter 23. Conclusion
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|3 PPN027851966
|a Systèmes dynamiques
|2 rameau
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| 606 |
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|3 PPN027492931
|a Systèmes hamiltoniens
|2 rameau
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| 606 |
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|3 PPN027351440
|a Théorie des groupes
|2 rameau
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| 676 |
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|a 531/.11
|v 19
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| 680 |
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|a QA845
|b .S8 1983
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|a 70-02
|c 2020
|2 msc
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|3 PPN055855482
|a Sudarshan
|b Ennackel Chandy George
|f 1931-....
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|3 PPN085945080
|a Mukunda
|b N.
|f 1939-....
|4 070
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|a US
|b OCLC
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