Congklak, a traditional game solution approach with breadth first search

Congklak is a favorite populist game played at least 2 (two) players or in this article were human user and computer (AI). An essential point of playing congklak is to collect as many congklak seeds as possible to win the game, to win form from congklak it need a technique and it’s different for eac...

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Main Authors: Rahim Robbi, Kurniasih Nuning, Hasibuan Abdurrozzaq, Andriany Liesna, Najmurrokhman Asep, Supriyanto S, Wardayani W, Hidayat Rahmat, Lubis D S W, Napitupulu Darmawan, Nugraha Anggara Trisna, Siburian Henry Kristian, Abdullah Dahlan
Format: Article
Language:English
Published: EDP Sciences 2018-01-01
Series:MATEC Web of Conferences
Online Access:https://doi.org/10.1051/matecconf/201819703007
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author Rahim Robbi
Kurniasih Nuning
Hasibuan Abdurrozzaq
Andriany Liesna
Najmurrokhman Asep
Supriyanto S
Wardayani W
Hidayat Rahmat
Lubis D S W
Napitupulu Darmawan
Nugraha Anggara Trisna
Siburian Henry Kristian
Abdullah Dahlan
author_facet Rahim Robbi
Kurniasih Nuning
Hasibuan Abdurrozzaq
Andriany Liesna
Najmurrokhman Asep
Supriyanto S
Wardayani W
Hidayat Rahmat
Lubis D S W
Napitupulu Darmawan
Nugraha Anggara Trisna
Siburian Henry Kristian
Abdullah Dahlan
author_sort Rahim Robbi
collection DOAJ
description Congklak is a favorite populist game played at least 2 (two) players or in this article were human user and computer (AI). An essential point of playing congklak is to collect as many congklak seeds as possible to win the game, to win form from congklak it need a technique and it’s different for each players. Breadth First Search algorithm is a search algorithm which process to visit each node and the neighbors node to generate optimal graph that gives the best solution to computer (AI) and in this case were to complete the congklak game. Breadth First Search algorithm could be uses an alternative solution for optimal solution to win congklak with the help of mathematical computation.
first_indexed 2024-12-17T05:28:47Z
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publishDate 2018-01-01
publisher EDP Sciences
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spelling doaj.art-e6be84f417674dafbc02964ce7f7bc7c2022-12-21T22:01:48ZengEDP SciencesMATEC Web of Conferences2261-236X2018-01-011970300710.1051/matecconf/201819703007matecconf_aasec2018_03007Congklak, a traditional game solution approach with breadth first searchRahim RobbiKurniasih NuningHasibuan AbdurrozzaqAndriany LiesnaNajmurrokhman AsepSupriyanto SWardayani WHidayat RahmatLubis D S WNapitupulu DarmawanNugraha Anggara TrisnaSiburian Henry KristianAbdullah DahlanCongklak is a favorite populist game played at least 2 (two) players or in this article were human user and computer (AI). An essential point of playing congklak is to collect as many congklak seeds as possible to win the game, to win form from congklak it need a technique and it’s different for each players. Breadth First Search algorithm is a search algorithm which process to visit each node and the neighbors node to generate optimal graph that gives the best solution to computer (AI) and in this case were to complete the congklak game. Breadth First Search algorithm could be uses an alternative solution for optimal solution to win congklak with the help of mathematical computation.https://doi.org/10.1051/matecconf/201819703007
spellingShingle Rahim Robbi
Kurniasih Nuning
Hasibuan Abdurrozzaq
Andriany Liesna
Najmurrokhman Asep
Supriyanto S
Wardayani W
Hidayat Rahmat
Lubis D S W
Napitupulu Darmawan
Nugraha Anggara Trisna
Siburian Henry Kristian
Abdullah Dahlan
Congklak, a traditional game solution approach with breadth first search
MATEC Web of Conferences
title Congklak, a traditional game solution approach with breadth first search
title_full Congklak, a traditional game solution approach with breadth first search
title_fullStr Congklak, a traditional game solution approach with breadth first search
title_full_unstemmed Congklak, a traditional game solution approach with breadth first search
title_short Congklak, a traditional game solution approach with breadth first search
title_sort congklak a traditional game solution approach with breadth first search
url https://doi.org/10.1051/matecconf/201819703007
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