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Application of Similarity Measure on m-polar Interval-valued Neutrosophic Set in Decision Making in Sports

Muhammad SaeedMuhammad SaqlainAsad Mehmood

出版	Infinite Study, 2020-12-01
主題	Mathematics / Applied
URL	http://books.google.com.hk/books?id=DrkTEAAAQBAJ&hl=&source=gbs_api
EBook	SAMPLE

註釋In real life, most of the problems occurred by wrong decision making, while in sports it is mandatory for every player, coach, and technique director to make a good and an ideal decision. In this paper, the concept of similarity measure is used in the neutrosophic environment for decision making in a football game for the selection of players. The data is collected in interval-valued, while the new concept m-polar is illustrated as previous records of m matches played by players. m-polar structures provide multiple data on the concerned problem, so as a result the best solution can be developed for the selection problem. An m-polar Interval-valued Neutrosophic Set (mIVNS) is derived for the targeted task of player selection problem. Then some operations, properties, and distance measures are introduced on m-polar Interval-valued Neutrosophic Set (mIVNS). Distance-base Similarity Measure is illustrated to each player with an ideal set in mIVNS structure. In the end, the Algorithm is given for ideal decision-making in sports for the selection of players.