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Pass Appearance Time and Pass Attempts by Teams Qualifying for the Second Stage of FIFA World Cup 2014 in Brazil
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作者 Kaori Saito Masahumi Yoshimura 《Journal of Sports Science》 2016年第3期156-162,共7页
This study aimed to clarify the difference between the not qualified teams and the qualified teams to 2nd stage in the Pass Appearance Time and passes attempted at all group stage games of World Cup 2014 and compared ... This study aimed to clarify the difference between the not qualified teams and the qualified teams to 2nd stage in the Pass Appearance Time and passes attempted at all group stage games of World Cup 2014 and compared with World cup 2010. Results indicated changes in passing in modem football tactics. Actual playing time is represented as Net Playtime in this study. Pass Appearance Time is calculated by Net Playtime divided by passes Attempted. Pass Appearance Time of each team for the all Group stage games was calculated and compared with World cup 2010. No difference was revealed in the 2014 data between teams that did and did not qualify, though the 2010 data revealed differences. World cup 2010 data suggested that increasing passes attempts and lessening Pass Appearance Time were effective in qualifying for the 2rid stage. World cup 2014 data, however, suggested that diversity of tactics was important. 展开更多
关键词 Pass Appearance Time passes attempts Net Playtime group stage games.
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2011年2月号父母必读&红泥巴 童书排行榜入围图书
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《父母必读》 2011年第2期152-153,共2页
《形状游戏》河北教育出版社 适读年龄:3岁以上 推荐理由: 故事以一个小男孩的自述开始,回忆了有一天小男孩的爸爸、妈妈、哥哥和他本人一起去一家美术馆看画的事儿。
关键词 《形状游戏》 儿童书 书介绍 《父母必读&红泥巴
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COOPERATIVE GAMES ON CONVEX GEOMETRIES WITH A COALITION STRUCTURE 被引量:1
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作者 Fanyong MENG Qiang ZHANG 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2012年第5期909-925,共17页
This paper is mainly to discuss cooperative games on convex geometries with a coalition structure, which can be seen as an extension of cooperative games with a coalition structure. For this kind of games, the coopera... This paper is mainly to discuss cooperative games on convex geometries with a coalition structure, which can be seen as an extension of cooperative games with a coalition structure. For this kind of games, the cooperation among unions and within each union will be the convex sets, i.e., the feasible subsets of the coalition structure and that of each union belong to a convex geometry, respectively. The explicit form of the generalized Owen value for this kind of games is given, which can be seen as an extension of the Owen value. Eklrthermore, two special cases of this kind of games are researched. The corresponding Davoff indices are also stHdied. Fin~.llv ~n ilhl^r~'i, ~r^l~ to ~ 展开更多
关键词 Coalition structure convex geometry cooperative game generalized Owen value gener-alized symmetric coalitional Banzhaf value.
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