2019
DOI: 10.1007/978-981-32-9042-6_15
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Optimum Point of Intersection Selection in Horizontal Highway Alignment Design: A Comparative Study Using Path Planner Method and Ant Algorithm

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Cited by 3 publications
(1 citation statement)
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“…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]. In ant colony optimization implemented in hybrid optimization problems, a set of parts related to the solution available is defined by the problem formula [48].…”
Section: Ant Colony Optimization (Aco)mentioning
confidence: 99%
“…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]. In ant colony optimization implemented in hybrid optimization problems, a set of parts related to the solution available is defined by the problem formula [48].…”
Section: Ant Colony Optimization (Aco)mentioning
confidence: 99%