Integral and Inverse Reinforcement Learning for Optimal Control Systems and Games Integral and Inverse Reinforcement Learning for Optimal Control Systems and Games
Advances in Industrial Control

Integral and Inverse Reinforcement Learning for Optimal Control Systems and Games

Bosen Lian and Others
    • $119.99
    • $119.99

Publisher Description

Integral and Inverse Reinforcement Learning for Optimal Control Systems and Games develops its specific learning techniques, motivated by application to autonomous driving and microgrid systems, with breadth and depth: integral reinforcement learning (RL) achieves model-free control without system estimation compared with system identification methods and their inevitable estimation errors; novel inverse RL methods fill a gap that will help them to attract readers interested in finding data-driven model-free solutions for inverse optimization and optimal control, imitation learning and autonomous driving among other areas.Graduate students will find that this book offers a thorough introduction to integral and inverse RL for feedback control related to optimal regulation and tracking, disturbance rejection, and multiplayer and multiagent systems. For researchers, it provides a combination of theoretical analysis, rigorous algorithms, and a wide-ranging selection of examples. The book equips practitioners working in various domains – aircraft, robotics, power systems, and communication networks among them – with theoretical insights valuable in tackling the real-world challenges they face.

GENRE
Professional & Technical
RELEASED
2024
March 5
LANGUAGE
EN
English
LENGTH
287
Pages
PUBLISHER
Springer Nature Switzerland
SELLER
Springer Nature B.V.
SIZE
18.7
MB
Relay Tuning of PID Controllers Relay Tuning of PID Controllers
2018
Advanced Control and Supervision of Mineral Processing Plants Advanced Control and Supervision of Mineral Processing Plants
2010
Industrial Process Identification and Control Design Industrial Process Identification and Control Design
2011
Model-Based Control of Mass–Stiffness–Damping Systems Model-Based Control of Mass–Stiffness–Damping Systems
2025
Optimal Iterative Learning Control Optimal Iterative Learning Control
2025
Control Systems Benchmarks Control Systems Benchmarks
2025