Titlebook: Symplectic and Contact Geometry; A Concise Introducti Anahita Eslami Rad Textbook 2024 The Editor(s) (if applicable) and The Author(s), und

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Hamiltonian Systems,or fields and Lie derivatives. Then we see that if a symplectic form . is invariant under the flow of a vector field . we obtain the equation . Such a vector field . satisfying this equation is actually unique and is called Hamiltonian vector field. In coordinates, this equation turns to a Hamiltoni

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Textbook 2024f Lie groups. Quick reviews are included where necessary, and examples and constructions are provided to foster understanding..Ideal for advanced undergraduate students and graduate students, this volume can also serve as a valuable resource for independent researchers seeking a quick yet solid understanding of symplectic and contact geometry.

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Anahita Eslami RadOffers a succinct introduction to the topic, focusing on its relationship with Lie theory and classical mechanics.Covers symplectic linear algebra, Hamiltonian systems, Darboux‘ theorem, and Legendria

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978-3-031-56227-3The Editor(s) (if applicable) and The Author(s), under exclusive license to Springer Nature Switzerl

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