Optimal Control Problems Arising in Mathematical Economics

Alexander J. Zaslavski, Department of Mathematics, Technion – Israel Institute of Technology, Rishon LeZion, Israel.LeZion, IsraelLeZion, IsraelLeZion, IsraelLeZion, Israel

“This is an excellent monograph on a very important subject: optimal control in mathematical economics. It is based on many related contributions. including the author's work and expertise.” (Gheorghe Moroșanu, zbMATH 1497.49001, 2022)

• Preface-1. Introduction.- 2. Turnpike Conditions for Optimal Control Systems.- 3. Nonautonomous Problems with Perturbed Objective Functions.- 4. Nonautonomous Problems with Discounting.- 5. Stability of the Turnpike Phenomenon for Nonautonomous Problems.- 6. Stability of the Turnpike for Nonautonomous Problems with Discounting.- 7. Turnpike Properties for Autonomous Problems.- 8. Autonomous Problems with Perturbed Objective Functions.- 9. Stability Results for Autonomous Problems.- 10. Models with Unbounded Endogenous Economic Growth-Reference.- Index.