Universe Dynamics : The Least Action Principle and Lagrange’s Equations / Jacques Vanier & Cipriana Tomescu

By:

Vanier, Jacques

Contributor(s):

Tomescu, Cipriana

Material type: Text

9781138335790

Subject(s):

Physics -- Classical Mechanics

DDC classification:

531.11 VanU

Summary: Brought together in one focused and exclusive treatment, this book provides an elementary introduction to the important role and use of the least action principle and the resulting Lagrange’s equations in the analysis of the laws that govern the universe. It is an ideal complimentary resource to accompany undergraduate courses and textbooks on classical mechanics. Features: Uses mathematics accessible to beginners Brings together the Principle of Least Action, Lagrange's equations, and variational principles in mechanics in one cohesive text Written in a clear and easy-to-understand manner

List(s) this item appears in: New Arrivals 01-15 December 2025, Vol. 06, Issue 32

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Holdings
Item type	Current library	Collection	Call number	Copy number	Status	Barcode
Books	Indian Institute of Technology Tirupati General Stacks	Physics	531.11 VanU (11964) (Browse shelf(Opens below))	Copy 01	Available	11964

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Previous	531.01515 MER/A Analytical Mechanics:	531.11 GAR/O Oscillations and Waves /	531.11 JAC/P Perspectives Of Nonlinear Dynamics Vol.1 /	531.11 VanU (11964) Universe Dynamics : The Least Action Principle and Lagrange’s Equations /	531.1133 ALE A COURSE IN CLASSICAL PHYSICS 4 WAVES AND LIGHT	531.1134 MewC Colloidal Suspension Rheology /	531.1134 WagT Theory and Applications of Colloidal Suspension Rheology / Ed.	Next

Brought together in one focused and exclusive treatment, this book provides an elementary introduction to the important role and use of the least action principle and the resulting Lagrange’s equations in the analysis of the laws that govern the universe. It is an ideal complimentary resource to accompany undergraduate courses and textbooks on classical mechanics.

Features:

Uses mathematics accessible to beginners
Brings together the Principle of Least Action, Lagrange's equations, and variational principles in mechanics in one cohesive text
Written in a clear and easy-to-understand manner

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