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Optimal Control‐Based Dominance Regions for Boundary‐Guarding Games with Rotationally‐Constrained Autonomous Vehicles
by
Ke, Guixi
, Yan, Weisheng
, Guo, Xinxin
, Zhang, Yucheng
, Cui, Rongxin
in
Autonomous vehicles
/ Constraints
/ differential games
/ Games
/ Kinematics
/ multi‐robot systems
/ Numerical analysis
/ Optimal control
/ Partial differential equations
/ Vehicles
2025
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Optimal Control‐Based Dominance Regions for Boundary‐Guarding Games with Rotationally‐Constrained Autonomous Vehicles
by
Ke, Guixi
, Yan, Weisheng
, Guo, Xinxin
, Zhang, Yucheng
, Cui, Rongxin
in
Autonomous vehicles
/ Constraints
/ differential games
/ Games
/ Kinematics
/ multi‐robot systems
/ Numerical analysis
/ Optimal control
/ Partial differential equations
/ Vehicles
2025
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Do you wish to request the book?
Optimal Control‐Based Dominance Regions for Boundary‐Guarding Games with Rotationally‐Constrained Autonomous Vehicles
by
Ke, Guixi
, Yan, Weisheng
, Guo, Xinxin
, Zhang, Yucheng
, Cui, Rongxin
in
Autonomous vehicles
/ Constraints
/ differential games
/ Games
/ Kinematics
/ multi‐robot systems
/ Numerical analysis
/ Optimal control
/ Partial differential equations
/ Vehicles
2025
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Optimal Control‐Based Dominance Regions for Boundary‐Guarding Games with Rotationally‐Constrained Autonomous Vehicles
Journal Article
Optimal Control‐Based Dominance Regions for Boundary‐Guarding Games with Rotationally‐Constrained Autonomous Vehicles
2025
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Overview
This article solves dominance regions for boundary‐guarding games based on optimal control, where autonomous vehicles with rotation constraints serve as defenders to guard the target zone. Based on the definition of transition point, the minimum reach time is explicitly expressed in unbounded and convex domains, respectively. Using the proposed explicit expression of minimum reach time, this article develops a numerical algorithm to generate dominance regions for boundary‐guarding games. Finally, simulation results are provided to verify the algorithmic validity to generate dominance regions for rotationally‐constrained autonomous vehicles. This article solves dominance regions for boundary‐guarding games based on optimal control, where autonomous vehicles with rotation constraints serve as defenders to guard the target zone. The explicit expression of minimum reach time, is proposed to generate dominance regions for boundary‐guarding games.
Publisher
John Wiley & Sons, Inc
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