2019
DOI: 10.1007/978-3-030-22723-4_5
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InterCriteria Analysis of Different Hybrid Ant Colony Optimization Algorithms for Workforce Planning

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Cited by 6 publications
(4 citation statements)
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“…Following the increasing scientific interest in the InterCriteria analysis (ICrA) concept [14], a recently developed approach has been applied to detect muscle interactions in shoulder and elbow joints in healthy subjects. ICrA has been used for real-world task solving in various fields, such as medicine [15][16][17], computer-aided drug design [18,19], ecology [20,21], artificial intelligence [22][23][24], e-learning [25], etc. Thus, the idea of testing ICrA to assess the surface EMG activity of upper arm muscles intuitively appears.…”
Section: Introductionmentioning
confidence: 99%
“…Following the increasing scientific interest in the InterCriteria analysis (ICrA) concept [14], a recently developed approach has been applied to detect muscle interactions in shoulder and elbow joints in healthy subjects. ICrA has been used for real-world task solving in various fields, such as medicine [15][16][17], computer-aided drug design [18,19], ecology [20,21], artificial intelligence [22][23][24], e-learning [25], etc. Thus, the idea of testing ICrA to assess the surface EMG activity of upper arm muscles intuitively appears.…”
Section: Introductionmentioning
confidence: 99%
“…Bastian et al [ 34 ] examined the cyber workforce planning under uncertainity using stochastic programming and robust optimization for US Army. Fidanova et al [ 35 ] presented a hybrid ant colony optimization algorithm to solve the workforce problem. Other studies based on mathematical model in different fields are Ebadizadeh and Lezgi [ 36 ], Farokhi [ 37 ], Davtalab and Ebadizadeh [ 38 ], Sanei and Hassasi [ 39 ] and Canıtez et al [ 40 ].…”
Section: Literature Reviewmentioning
confidence: 99%
“…One of the algorithms used in this study is an ant colony optimization algorithm for continuous domains [44]. For the continuous optimization problem, a model can be formulated as P = (S Ω•f), where S defines all finite sets of discrete decision variables, Ω defines constraints between variables and a target function (f : S → R0+) which must be minimized or maximized [43], [45]. It should be noted that in ant colony optimization, the basis of work is the gradual construction of solutions based on the probability of solution components and the probability values are calculated based on the pheromone values of each component [46], [47].…”
Section: Ant Colony Optimization (Aco)mentioning
confidence: 99%