Analysis and Geometry in Control Theory and Its Applications (Springer Indam #11) (Hardcover)

Analysis and Geometry in Control Theory and Its Applications (Springer Indam #11) By Piernicola Bettiol (Editor), Piermarco Cannarsa (Editor), Giovanni Colombo (Editor) Cover Image

Analysis and Geometry in Control Theory and Its Applications (Springer Indam #11) (Hardcover)

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1 Generalized Lax-Hopf formulas for Cournot Maps and Hamilton-Jacobi-McKendrick Equations, Jean-Pierre Aubin and Chen Luxi.- 2 A geometric approach to the optimal control of nonholonomic mechanical systems, Anthony Bloch, Leonardo Colombo, Rohit Gupta and David Martin de Diego.- 3 Lunar perturbation of the metric associated to the averaged orbital transfer, Bernard Bonnard, Helen Henninger and Jeremy Rouot.- 4 Conjugate times and regularity of the minimum time function with differential inclusions, Piermarco Cannarsa and Teresa Scarinci.- 5 Weak solutions for first order mean field games with local coupling, Pierre Cardaliaguet.- 6 omega-limit sets for differential inclusions, Asen L. Dontchev, Mikhail I. Krastanov and Vladimir M. Veliov.- 7 Second-Order Necessary Optimality Conditions for the Mayer Problem Subject to a General Control Constraint, Helene Frankowska and Nikolai P. Osmolovskii.- 8 Optimal Control of Cancer Treatments: Mathematical Models for the Tumor Microenvironment, Heinz Schaettler and Urszula Ledzewicz.




Product Details ISBN: 9783319069166
ISBN-10: 3319069160
Publisher: Springer
Publication Date: August 19th, 2015
Pages: 235
Language: English
Series: Springer Indam