2011
DOI: 10.1007/978-3-642-20958-1_8
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Theory and Applications of Chaotic Optimization Methods

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Cited by 8 publications
(7 citation statements)
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“…In Eq (23), q j (t) is the number of stored packets of node j at the tth iteration, Cj is the modified transmission performance defined by Eq (6), and θ is a threshold value that determines whether the adjacent node j is congested. Eq (22) works to change the probability of transmitting packets to each of the adjacent nodes adaptively; when the number of stored packets in each adjacent node occupied over 100 × θ% of its buffer size, p 0 ij ðtÞ is recalculated by Eqs ( 22) and ( 23), thereby changing transmitting probabilities so that the packets can be transmitted to adjacent nodes with plenty of free space in their buffer after the iteration passes L in Eq (21). We defined that a node is in the free-flow state when q j ðtÞ= Cj < y and in the congested state when q j ðtÞ= Cj � y.…”
Section: Plos Onementioning
confidence: 99%
See 1 more Smart Citation
“…In Eq (23), q j (t) is the number of stored packets of node j at the tth iteration, Cj is the modified transmission performance defined by Eq (6), and θ is a threshold value that determines whether the adjacent node j is congested. Eq (22) works to change the probability of transmitting packets to each of the adjacent nodes adaptively; when the number of stored packets in each adjacent node occupied over 100 × θ% of its buffer size, p 0 ij ðtÞ is recalculated by Eqs ( 22) and ( 23), thereby changing transmitting probabilities so that the packets can be transmitted to adjacent nodes with plenty of free space in their buffer after the iteration passes L in Eq (21). We defined that a node is in the free-flow state when q j ðtÞ= Cj < y and in the congested state when q j ðtÞ= Cj � y.…”
Section: Plos Onementioning
confidence: 99%
“…An advantage of using chaotic neurodynamics is the refractory effect, which inhibits the firing of neurons for a certain period of time [ 21 ]. By using this functionality, the solution methods with the chaotic neurodynamics were applied to various types of combinatorial optimization problems [ 22 ]. In the routing method using the chaotic neurodynamics, the refractory effect works to memorize the histories of packet transmissions at each node.…”
Section: Introductionmentioning
confidence: 99%
“…The vehicle is serviced within the attention intervals defined by the client, and the waiting time is defined. Based on previous works [50], we propose a mathematical model with probabilistic restrictions that considers the random nature of the problem when establishing a level of service for each customer [38].…”
Section: Problem Statement and Insights From This Studymentioning
confidence: 99%
“…To address the complexity of the VRPTW-ST, Li et al [49] developed a metaheuristic TS-based model, and Ikeguchi et al [50] used a CS method, obtaining better results than the TS method.…”
Section: Problem Statement and Insights From This Studymentioning
confidence: 99%
“…However, randomness aspect in the initial population and within the design parameters affects the effectiveness of this algorithm. In order to cope with this issue and according to the "No free lunch theorem [13]", we enhance the original WOA by hybridizing with opposition-based learning [14,15] and chaos theory [16]. The former approach maintains the population diversity when exploring the search space by expanding the search in both directions (random and its opposite direction), and the latter approach preserves a proper transition between exploration and exploitation of search space.…”
Section: Introductionmentioning
confidence: 99%