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Top Books on lagrange
1. Lagrange
ISBN10 Number - 1531642187
Date of Publication - Aug 05, 2009
Number of Pages 130
Publisher - Arcadia Publishing Library Editions
2. Catalogue of the fifty-fourth annual session of lagrange female college, lagrange, georgia, 1898-99 (classic reprint)
ISBN10 Number - 0331293390
Date of Publication - Apr 26, 2018
Number of Pages 66
Publisher - Forgotten Books
3. Lagrange five
ISBN10 Number - 1479432768
Date of Publication - Sep 19, 2017
Number of Pages 238
Publisher - Wildside Press
4. Lagrange five
ISBN10 Number - 055312806X
Date of Publication - November 1979
Number of Pages 227
Publisher - Bantam Books
5. The lagrange legacy
ISBN10 Number - 1460918983
Date of Publication - Apr 05, 2011
Number of Pages 202
Publisher - CreateSpace Independent Publishing Platform
6. Lagrange point
ISBN10 Number - 1523260076
Date of Publication - Mar 07, 2016
Number of Pages 304
Publisher - CreateSpace Independent Publishing Platform,Createspace Independent Publishing Platform
7. Lagrange, p
ISBN10 Number - 3651025128
Date of Publication - Mar 22, 2016
Publisher - FISCHER Scherz
8. The free-lagrange method
ISBN10 Number - 3540159924
Date of Publication - Nov 01, 1985
Number of Pages 322
Publisher - Springer
9. Finsler and lagrange geometries
ISBN10 Number - 9048163250
Date of Publication - Dec 01, 2010
Number of Pages 340
Publisher - Springer
10. Finsler and lagrange geometries
ISBN10 Number - 9401704066
Date of Publication - Jan 11, 2013
Number of Pages 340
Publisher - Springer
11. The free-lagrange method
ISBN10 Number - 3662209756
Date of Publication - Mar 12, 2014
Number of Pages 332
Publisher - Springer
12. Cosets and lagrange's theorem
Date of Publication - 2006
Number of Pages 72
Publisher - The Open University
Places in the book - Milton Keynes, England
13. Marie-joseph lagrange
ISBN10 Number - 2204072281
Date of Publication - 2005
Number of Pages 625
Publisher - Cerf
Places in the book - Paris
14. Ms. lagrange is strange!
The new lunch lady at Ella Mentry School, Ms. LaGrange, writes secret messages in the mashed potatoes and tries her best to get A.J. and the other students to eat healthy foods.
ISBN10 Number - 0060822236
Date of Publication - 2005
Number of Pages 99
Publisher - HarperCollins
Places in the book - New York
15. The markoff and lagrange spectra
ISBN10 Number - 0821815318
Date of Publication - 1989
Number of Pages 97
Publisher - American Mathematical Society
Places in the book - Providence, R.I
16. Marc lagrange 1990 -2005
ISBN10 Number - 907848702X
Date of Publication - Dec 01, 2006
Number of Pages 164
Publisher - Exhibitions International
17. Lagrange. la elegancia matemática
ISBN10 Number - 8495599597
Date of Publication - Apr 05, 2003
Number of Pages 224
Publisher - Nivola
18. The adventures of duke lagrange omnibus, volume i
ISBN10 Number - 1733347216
Date of Publication - Jul 30, 2019
Number of Pages 984
Publisher - Star Wheel Books
19. Current algebra and phenomenological lagrange functions
ISBN10 Number - 3662158957
Date of Publication - Oct 03, 2013
Number of Pages 163
Publisher - Springer
20. Classical and dynamical markov and lagrange spectra
Date of Publication - 2020
Number of Pages 228
Publisher - World Scientific Publishing Co Pte Ltd,World Scientific Publishing Company
21. The geometry of higher-order lagrange spaces
ISBN10 Number - 9401733392
Date of Publication - Mar 14, 2014
Number of Pages 356
Publisher - Springer
22. The geometry of higher-order lagrange spaces
ISBN10 Number - 9048147891
Date of Publication - Dec 03, 2010
Number of Pages 356
Publisher - Springer,Miron R
23. Complex spaces in finsler, lagrange and hamilton geometries
ISBN10 Number - 9048166144
Date of Publication - Dec 08, 2010
Number of Pages 240
Publisher - Springer
24. Léo lagrange : l'artisan du temps libre
ISBN10 Number - 2916333282
Date of Publication - Feb 22, 2007
Publisher - Graffic - Bruno Leprince
25. Jet single-time lagrange geometry and its applications
"This book describes the main geometrical and physical aspects that differentiate two geometrical theories: the presented jet relativistic time-dependent Lagrangian geometry and the classical time-dependent Lagrangian geometry. An emphasis on the jet transformation group of the first approach is more general and natural than the transformation group used in the second approach, mainly due to the fact that the last approach ignores temporal reparametrizations. In addition, the presented transformation group is appropriate for the construction of corresponding relativistic time-dependent Lagrangian geometrical field theories (gravitational and electromagnetic). The developed theory is further illustrated with numerous applications in mathematics, theoretical physics (including electrodynamics, relativity, and electromagnetism), atmospheric physics, economics, and theoretical biology. The geometrical Maxwell and Einstein equations presented in the book naturally generalize the already classical Maxwell and Einstein equations from the Miron-Anastasiei theory. The extended geometrical Einstein equations that govern the jet single-time Lagrange gravitational theory are canonical, and the electromagnetic d-tensor is produced from the metrical deflection d-tensors, all preceding entities being derived only from the given jet Lagrangian via its attached Cartan canonical Gamma-linear connection. The basic elements of the Kosambi-Cartan-Chern theory on the 1-jet space that extend the KCC tangent space approach are featured at the end of the book. Chapters are written in an introductory and gradual manner and contain numerous examples and open problems. An index of notions makes the main concepts of the theory and of the applications easy to locate"--