看了预告片，我觉得喜欢这部剧的人应该也会喜欢 Martin Gardner 写的一本叫《Aha》（大概是40年前出版的）的书[0]。书里有很多配图有趣的顿悟类谜题，向你展示如何换个思路思考问题，从而让得出答案变得简单得多。……
Watching the trailer, makes me think that people who may enjoy this series will also enjoy a book called "Aha" by Martin Gardner (from probably 40 years ago)[0]. It has a lot of amusingly illustrated insight problems that show you how thinking about a problem differently simplifies getting to the answer a lot.…
辛普森悖论真的很绝，非常值得把文章里的所有例子都读一遍并彻底搞懂。另一个很好的来源是 Martin Gardner 的书《Aha! Gotcha》。他把这个悖论讲成一个女人在派对上找心仪单身汉的故事。在1号房间，如果她去找留胡子的男士，成功率会更高；在2号房间，她的成功率也更高……
Simpson's paradox is amazing, it's worth reading all the examples in the article and really understanding it. Another good source is Martin Gardner's "Aha! Gotcha" book. He presents the paradox as a woman trying to find eligible bachelors at a party. In room 1 her odds are better if she goes for guys with mustaches. In room 2 her odds are also better…
…Therefore the game is favourable to me." The other man can reason in exactly the same way. In fact, by symmetry, the game is fair. Where is the mistake in the reasoning of each man? — "Martin Gardner: Aha! Gotcha"
看了预告片，我觉得喜欢这部剧的人应该也会喜欢 Martin Gardner 写的一本叫《Aha》（大概是40年前出版的）的书[0]。书里有很多配图有趣的顿悟类谜题，向你展示如何换个思路思考问题，从而让得出答案变得简单得多。……
Watching the trailer, makes me think that people who may enjoy this series will also enjoy a book called "Aha" by Martin Gardner (from probably 40 years ago)[0]. It has a lot of amusingly illustrated insight problems that show you how thinking about a problem differently simplifies getting to the answer a lot.…
辛普森悖论真的很绝，非常值得把文章里的所有例子都读一遍并彻底搞懂。另一个很好的来源是 Martin Gardner 的书《Aha! Gotcha》。他把这个悖论讲成一个女人在派对上找心仪单身汉的故事。在1号房间，如果她去找留胡子的男士，成功率会更高；在2号房间，她的成功率也更高……
Simpson's paradox is amazing, it's worth reading all the examples in the article and really understanding it. Another good source is Martin Gardner's "Aha! Gotcha" book. He presents the paradox as a woman trying to find eligible bachelors at a party. In room 1 her odds are better if she goes for guys with mustaches. In room 2 her odds are also better…
……因此这个游戏对我有利。”另一个人完全可以用一模一样的方式来推理。事实上，由于对称性，这个游戏是公平的。那他们各自的推理到底错在哪里？——《Martin Gardner: Aha! Gotcha》
…Therefore the game is favourable to me." The other man can reason in exactly the same way. In fact, by symmetry, the game is fair. Where is the mistake in the reasoning of each man? — "Martin Gardner: Aha! Gotcha"