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María Soledad Aronna - The Pontryagin maximum principle. Part I
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Geometry, Mechanics, and Control - Young Researchers Workshop
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- 1 María Soledad Aronna - The Pontryagin maximum principle. Part I
- 2 Wouter Jongeneel - On Topological Equivalence in Linear Quadratic Optimal Control
- 3 Álvaro Rodríguez Abella - Reduction by local symmetries in field theories
- 4 Maarten Mol - Stratification of the transverse momentum map
- 5 Manuel Lainz - The evolution vector field on contact manifolds and thermodynamics
- 6 Alice Barbara Tumpach - Infinite-dimensional Geometry: theory and applications. Part I
- 7 María Soledad Aronna - The Pontryagin maximum principle. Part II
- 8 Alice Barbara Tumpach - Infinite-dimensional Geometry: theory and applications. Part II
- 9 Karen Habermann - Stochastic processes on surfaces in 3-dimensional contact sub-Riemannian manifolds
- 10 Luca Schiavone - Covariant brackets in particle dynamics and first order Hamiltonian field theories
- 11 Alice Barbara Tumpach - Infinite-dimensional Geometry: theory and applications. Part III
- 12 Federico Zadra - Geometrical splitting methods for contact Hamiltonian systems
- 13 María Soledad Aronna - The Pontryagin maximum principle. Part III
- 14 Nataliya Balanova - Two charged particles on a sphere
- 15 Robert Cardona - The topology of Bott integrable fluids
