H. L. Mencken是20世纪影响力最大的美国作家之一,被誉为“美国尼采”。 他有一句流传甚广的名言:“For every complex problem there is an answer that is clear, simple, and wrong.” 翻译成中文:任何复杂问题都有一个简单的错误答案。 之所以想引用他这句话,是因为我刚刚看到从事物理学研究工作的AI Euler...
For every complex problem,there is a solution that is simple,neat,and wrong.It's hard to beat ..这句话的包含的所有意思? 答案 对于每个复杂的问题,都有一个(看似)简洁(但实则)错误的解答.这是很难避免的.相关推荐 1For every complex problem,there is a solution that is simple,neat,and wrong....
Henry L. Mencken said it first, "For every complex problem, there is a solution that is simple, neat and wrong." Several 7-Eleven stores learned the truth of that (1)___. According to an article in New York Times, a number of convenience stores had a problem with (2)___who were...
【解析】1-5 DCABA 6-10 BDCDC 11-15 DABAB 16-20 DCBAC1.D.考查名词辨析.根据上文For every complex problem, there is a solution that is simple,neat and wrong.可知,几个7个11故事学会了这个说法的真相.statement说法.故选D.2.C.考查名词辨析.根据下文 the young people可知,这个地方有年轻人在...
1Henry L. Mencken said it first, "For every complex problem, there is a solution that is simple, neat and wrong." Several 7-Eleven stores learned the truth of that 1 . According to an article in New York Times, a number of convenience stores had a problem with 2 who were hanging ou...
对于每个复杂的问题，都有一个(看似)简洁(但实则)错误的解答。这是很难避免的。
Attributed to H.L. MenckenH.L. Menken is attributed with the adage that for every problem, there is a solution that is simple, elegant, and wrong.
作者: 1、“For every complex problem there is an answer that is clear, simple, and wrong. ” 任何复杂问题都有一个简单的错误答案。 2、“大道甚夷,而人好径”。 视之不见曰夷,大道不是那么清晰可见的,而捷径皆为坑。
For every complex problem, there is an answer that is clear, simple and wrong And other aphorisms about medical statistical fallacies 机译:对于每个复杂的问题,都有一个明确,简单和错误的答案以及有关医学统计谬论的其他格言 获取原文 获取原文并翻译|示例 ...
For every problem there is one solution which is simple, neat, and wrong. WHEN we confront a difficult problem that has serious consequences, it is only natural to seek a solution. But as H. L. Mencken pointed out long ago, "For every complex problem, there is a solution that is simpl...