亞運複賽情勢分析 韓已幾乎確定晉金牌戰 - 棒球

By Ophelia
at 2018-08-30T16:36
at 2018-08-30T16:36
Table of Contents
先說結論:
韓國在以5:1擊敗日本後,已99%確定率先晉級金牌戰
那1%的情況是韓國輸給中國
雖然我們在這次亞運賽事前一直有傳聞中國在鍛鍊
但從預賽中國對日本之戰可看出
中國距離臺、日、韓實力仍有一定差距
韓國要取勝中國是可以預期的
臺灣或日本只會有其中一隊能晉級金牌戰,端看臺日戰結果而定
究竟另一邊是臺灣或日本?
在此亦先合理假設臺韓皆勝中國
1.臺勝日,則由臺灣晉級金牌戰
2.臺輸日(已經過詳細計算,不再列出算式)
輸2分以下,則由臺灣晉級金牌戰
輸3分以上,則由日本晉級金牌戰
如果是臺灣晉級,臺灣在金牌戰為主場
如果是日本晉級,日本在金牌戰為客場
------------------------------------------------
上面是結論,這邊分析原因(只看結論的板友可略過)
在所有接下來所有比賽的勝負組合中
只要韓國勝中國,就可輕易推得韓國晉級金牌戰
只有一種情況是會形成臺、日、韓互咬局面
就是臺灣勝中國、韓國勝中國、日本勝臺灣
此時必須淘汰TQB最低的一隊
有在關注國際賽的板友
都知道會應用到TQB的時機最常見於三隊互咬
有一種理論稱「旁觀者定律」
適用於3隊取2隊晉級的情況
假設有A、B、C三隊,A、B及A、C間的比賽皆完成了,其中A勝B,C勝A
剩B、C還沒比,則此時A就被稱為「旁觀者」
由於A的比賽已比完,其本身的TQB值已可計算
則如果A隊TQB值為正,則A隊確定晉級
證明:
1.若C勝B,則A以排名第二晉級
2.若B勝C,則三隊互咬,因為各隊TQB總和必定為0, A的TQB值是正,則必存在其他隊TQB
值為負,使得A絕對不會是TQB值最低而遭淘汰的一隊
這種定律只有在符合上述的特定情況下會發生
而當前的韓國正符合旁觀者定律中的旁觀者
故只要韓國勝中國,就確定率先晉級金牌戰
--
韓國在以5:1擊敗日本後,已99%確定率先晉級金牌戰
那1%的情況是韓國輸給中國
雖然我們在這次亞運賽事前一直有傳聞中國在鍛鍊
但從預賽中國對日本之戰可看出
中國距離臺、日、韓實力仍有一定差距
韓國要取勝中國是可以預期的
臺灣或日本只會有其中一隊能晉級金牌戰,端看臺日戰結果而定
究竟另一邊是臺灣或日本?
在此亦先合理假設臺韓皆勝中國
1.臺勝日,則由臺灣晉級金牌戰
2.臺輸日(已經過詳細計算,不再列出算式)
輸2分以下,則由臺灣晉級金牌戰
輸3分以上,則由日本晉級金牌戰
如果是臺灣晉級,臺灣在金牌戰為主場
如果是日本晉級,日本在金牌戰為客場
------------------------------------------------
上面是結論,這邊分析原因(只看結論的板友可略過)
在所有接下來所有比賽的勝負組合中
只要韓國勝中國,就可輕易推得韓國晉級金牌戰
只有一種情況是會形成臺、日、韓互咬局面
就是臺灣勝中國、韓國勝中國、日本勝臺灣
此時必須淘汰TQB最低的一隊
有在關注國際賽的板友
都知道會應用到TQB的時機最常見於三隊互咬
有一種理論稱「旁觀者定律」
適用於3隊取2隊晉級的情況
假設有A、B、C三隊,A、B及A、C間的比賽皆完成了,其中A勝B,C勝A
剩B、C還沒比,則此時A就被稱為「旁觀者」
由於A的比賽已比完,其本身的TQB值已可計算
則如果A隊TQB值為正,則A隊確定晉級
證明:
1.若C勝B,則A以排名第二晉級
2.若B勝C,則三隊互咬,因為各隊TQB總和必定為0, A的TQB值是正,則必存在其他隊TQB
值為負,使得A絕對不會是TQB值最低而遭淘汰的一隊
這種定律只有在符合上述的特定情況下會發生
而當前的韓國正符合旁觀者定律中的旁觀者
故只要韓國勝中國,就確定率先晉級金牌戰
--
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棒球
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