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Jean-Pierre Aubin, Alexandre M. Bayen and Patrick Saint-Pierre
i-xxi
Front matter
43-270
Part 1 / Viability Kernels and Examples
43-104
Viability and Capturability
105-124
Viability Problems in Robotics
125-177
Viability and Dynamic Intertemporal Optimality
179-197
Avoiding Skylla and Charybdis
199-245
Inertia Functions, Viability Oscillators and Hysteresis
247-270
Management of Renewable Resources
1-40
Overview and Organization
273-520
Part 2 / Mathematical Properties of Viability Kernels
273-318
Connection Basins
319-373
Local and Asymptotic Properties of Equilibria
375-435
Viability and Capturability Properties of Evolutionary Systems
437-484
Regulation of Control Systems
485-520
Restoring Viability
523-709
Part 3 / First-Order Partial Differential Equations
523-561
Viability Solutions to Hamilton–Jacobi Equations
563-602
Regulation of Traffic
603-630
Illustrations in Finance and Economics
631-680
Viability Solutions to Conservation Laws
681-709
Viability Solutions to Hamilton–Jacobi–Bellman Equations
713-787
Part 4 / Appendices
713-767
Set-Valued Analysis at a Glance
769-787
Convergence and Viability Theorems
789-803
Back matter
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