Winner takes all, losers lose nothing!We hire only the WINNERS . The winner took all, and loser lost all.And I already don't like the winner .
But let's be clear: There are no winners here. This phenomenon is called“Winner 's Curse”. Winners respond appropriately to the situation.But in the Internet world the winner takes all. The state's winner gets all the state's electoral votes. Only one rule in this League: Winner gets all! The winner takes all, the loser loses everything.You will be wrong often; recognize winners and losers fast. The winner goes to jail and the loser generally to the hospital. There is only one rule in this league: the winner is everything! The winner takes all and the loser loses everything.We should refuse to accept that globalization creates winners and losers. The Winner 's Curse: Paradoxes and Anomalies of Economic Life. 在过去,这样“赢者 通吃”的市场被定义为“自然垄断”。 In the old days, such“winner take all” markets were termed“natural monopolies. 事实上,这是一场事先就知道赢者 和输者的得失所系的比赛。 Indeed, it is a zero-sum game, where both winners and losers are known in advance. There is a well-known law in the circle of information technology: the winner takes all. 赢者 不会把他们的一生献身于他们自认为应该成为的观念里;Winners do not dedicated their lives to a concept of what they imagine they should be; 若没有身体语言的提示,很难分辨出网球选手是赢者 还是输家。 Without bodily cues, it's hard to tell if these tennis champs are winners or losers. 让用户指出其中的不同,而赢者 会得到价值25美元的ScanDigital礼品卡。 The users point out the differences, and the winner will get a $25 gift card of Scan Digital. 中国建设“一带一路”基础设施倡议,将产生赢者 和输家。 China's Belt and Road infrastructure development initiative will have its winners and losers. 另外一些人则担心这代同龄人将不再花时间耐心弄清楚他们为什么会投票支持赢者 。 Others fear that their peers will never take the time to understand why they voted for the winner . 因此,工业文明面对的问题不能用传统“赢者 通吃”的范式来解决。 Accordingly, the confrontational problems of an Industrial Civilization cannot be solved by a traditional,“winner take all” paradigm. Thaler,RichardH.1992.《赢者 的诅咒:经济生活中的悖论与异常》,出版社:普林斯顿大学出版社。 Thaler, Richard, 1992, The Winner 's Curse: Paradoxes and Anomalies of Economic Life, Princeton University Press. 众所周知,通过妥协的方式而不是赢者 通吃的的零和博弈建构起来的安全秩序是最好的。 As we all know, a security order is best when it is constructed through compromise, rather than a zero-sum approach in which the winner takes all. 最早提出赢者 诅咒的是AtlanticRichfield公司的三位工程师(Capen,ClappandCampbell,1971)。 The winner 's curse is a concept that was first discussed in the literature by three Atlantic Richfield engineers, Capen, Clapp, and Campbell(1971).
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