Electronics Optics & Control, Volume. 31, Issue 3, 61(2024)
Three-Dimensional UAV Path Planning Based on Q-Learning Arithmetic Optimization Algorithm
[2] [2] HU Y J,YAO Y,REN Q,et al.3D multi-UAV cooperative velocity-aware motion planning[J].Future Generation Computer Systems,2020,102(2):762-774.
[12] [12] LIANG X M,KOU D C,WEN L.An improved chicken swarm optimization algorithm and its application in robot path planning[J].IEEE Access,2020,8:49543-49550.
[13] [13] CHEN J,CHEN X,FU Z F.Improvement of the seagull optimization algorithm and its application in path planning[J].Journal of Physics:Conference Series,2022,16(1):1-12.
[15] [15] ABUALIGAH L,DIABAT A,MIRJALILI S,et al.The arithmetic optimization algorithm[J].Computer Methods in Applied Mechanics and Engineering,2021,37(6):113-125.
[16] [16] AGUSHAKA J,EZUGWU S.Advanced arithmetic optimization algorithm for solving mechanical engineering design problems[J].PloS One,2021,16(8):25-37.
[17] [17] KHATIR S,TIACHACHT S,THANH L,et al.An improved artificial neural network using arithmetic optimization algorithm for damage assessment in FGM composite plates[J].Composite Structures,2021,11(4):287-301.
[18] [18] MANOHARAN P,JANGIR P,KUMAR D S,et al.A new arithmetic optimization algorithm for solving real-world multi-objective CEC-2021 constrained optimization problems:diversity analysis and validations[J].IEEE Access,2021,9:84263-84295.
[19] [19] ELKASEM A,KHAMIES M,MAGDY G,et al.Frequency stability of AC/DC interconnected power systems with wind energy using arithmetic optimization algorithm-based fuzzy-PID controller[J].Sustainability,2021,13(5):1-10.
Get Citation
Copy Citation Text
DING Bingbing, KUANG Zhenchun, LU Lai. Three-Dimensional UAV Path Planning Based on Q-Learning Arithmetic Optimization Algorithm[J]. Electronics Optics & Control, 2024, 31(3): 61
Category:
Received: Apr. 14, 2023
Accepted: --
Published Online: Jul. 29, 2024
The Author Email: