首页> 外文期刊>Journal of Theoretical and Applied Information Technology >COMPARISON OF STEEPEST ASCENT HILL CLIMBING ALGORITHM AND BEST FIRST SEARCH ALGORITHM IN DETERMINING THE SHORTEST ROUTE FOR MEDAN TOURISM
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COMPARISON OF STEEPEST ASCENT HILL CLIMBING ALGORITHM AND BEST FIRST SEARCH ALGORITHM IN DETERMINING THE SHORTEST ROUTE FOR MEDAN TOURISM

机译:陡峭上升山爬山算法和最佳第一搜索算法的比较确定MEDAN旅游最短路径

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Medan is the capital of North Sumatra and one of the major cities in Indonesia. In this city there are several tourist destinations that can be visited by the people. When visitors want to travel by visiting several destinations, it will be difficult for visitors to determine the shortest route that can be traversed. And to find out the shortest travel route, a system is required to find the shortest route that visitors can travel through. In this study developed a route search system for the nearest tourist trip to Medan. In this system there is a menu to find routes by providing several tourist destinations in Medan. And in support of the shortest route search process on this system used the Steep Ascent Hill-Climbing algorithm and the Best First Search algorithm. The comparison process will then be carried out between the two algorithms, both from running time and the distance weight generated by the algorithm used. After both algorithms are implemented into the system and tested both algorithms, then obtained the complexity of the Steepest Ascent Hill Climbing algorithm is θ (n5), and the running time value is 59.3856 ms. On the contrary, obtained the Best First θ (n3) algorithm, and the running time value is 54.6669 ms. And from the testing of both algorithms, it can be concluded that the search using the Best First Search algorithm produces a better running time value than the Steepest Ascent Hill Climbing algorithm.
机译:棉兰是北苏门答腊的首都,是印度尼西亚的主要城市之一。在这个城市,人们可以访问几个旅游目的地。当访问者想要通过访问几个目的地旅行时,访问者难以确定可以遍历的最短路线。为了找出最短的旅行路线,需要一个系统来找到游客可以通过的最短路线。在这项研究中,为最近的旅游旅行到了棉兰的路线搜索系统。在此系统中,通过在Medan提供多个旅游目的地,有一个菜单来查找路由。在该系统上支持最短的路线搜索过程,使用了陡峭的上升爬山算法和最佳的第一搜索算法。然后将在两种算法之间执行比较过程,无论是从运行时间和所用算法生成的距离权重。在两个算法中实现到系统中并测试两种算法后,然后获得最陡峭上升山爬山算法的复杂性是θ(n5),并且运行时间值为59.3856ms。相反,获得了最佳的第一θ(n3)算法,运行时间值为54.6669ms。从两种算法的测试来看,可以得出结论,使用最佳的第一搜索算法的搜索产生的运行时间值比最陡峭的上升爬山爬升算法更好。

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