2020
DOI: 10.1007/s12065-020-00397-6
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3D path planning for a robot based on improved ant colony algorithm

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Cited by 12 publications
(3 citation statements)
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“…That means a more efficient algorithm and a shorter path. Luo; Pu [47], [48] in this paper improve ACO to solve the problem of slow convergence and low search efficiency. itemized ACO in the equation and flowchart algorithm in Figure 9 show down, [54].…”
Section:  Ant Colony Optimization Algorithms (Aco)mentioning
confidence: 99%
“…That means a more efficient algorithm and a shorter path. Luo; Pu [47], [48] in this paper improve ACO to solve the problem of slow convergence and low search efficiency. itemized ACO in the equation and flowchart algorithm in Figure 9 show down, [54].…”
Section:  Ant Colony Optimization Algorithms (Aco)mentioning
confidence: 99%
“…Therefore, a large number of intelligent optimization algorithms such as ant colony algorithm [2], cuckoo search algorithm [3], whale optimization algorithm [4] and other algorithms are applied to robot path planning. Pu X et al [5] proposed to use pseudo-random state transition strategy and pheromone update strategy to improve the ant colony algorithm, so that the ant colony algorithm can quickly and effectively search for a feasible 3D path; Song P C et al [6] introduced a parallel communication strategy based on the cuckoo search algorithm to improve the efficiency of the algorithm search; Kumar S V et al [7] combined the whale optimization algorithm with the cuckoo search algorithm, and the combination of search algorithms improves the global search capability of the algorithm. However, the performance of the above improved algorithm still has much room for improvement.…”
Section: Introductionmentioning
confidence: 99%
“…In Nazarahari et al (2019), an enhanced genetic algorithm to improve the initial paths in continuous space and find the optimal path between start and destination locations is given. In Pu et al (2020), an improved ant colony optimization algorithm integrated to the pseudo-random state transition strategy is designed in the three-dimensional space. In Mohammed et al (2020), an enhanced particle swarm optimization algorithm to find a safer path is presented.…”
Section: Introductionmentioning
confidence: 99%