Nassim Nicholas Taleb has devoted his life to immersing himself in problems of luck, uncertainty, probability, and knowledge. Part literary essayist, part empiricist, part no-nonsense mathematical trader, he is currently the Dean's Professor in the Sciences of Uncertainty at the University of Massachusetts at Amherst. The international bestseller Fooled by Randomness has been published in eighteen languages. Taleb lives (mostly) in New York.
Everyone wants to succeed in life. But what causes some of us to be more successful than others? Is it really down to skill and strategy - or something altogether more unpredictable? This book is the word-of-mouth sensation that will change the way you think about business and the world. It is all about luck: more precisely, how we perceive luck in our personal and professional experiences. Nowhere is this more obvious than in the markets - we hear an entrepreneur has 'vision' or a trader is 'talented', but all too often their performance is down to chance rather than skill. It is only because we fail to understand probability that we continue to believe events are non-random, finding reasons where none exist. This irreverent bestseller has shattered the illusions of people around the world by teaching them how to recognize randomness. Now it can do the same for you.
中学大学一直踢球,但先天身体素质不好,速度不快,身材不高,两个冲刺就喘,腿上没有发达的肌肉,发个角球到禁区都成问题。 这样的人如何在球队滥竽充数,是一个高深的技巧。今天把我中学校队、大学系队,毕业多年参加业余足球联赛还能时而蒙进球的秘籍公开,不是有本书叫《生...
评分某同学向我推荐这本书的时候说,这是一本数学书,其中的内容有些晦涩难懂,需要花点功夫理解,但是最后还不失为一本对投资生涯有意义的书。于是我怀着敬畏之心开始了阅读,可是我很快发现,与其说这是一本数学书,倒不如说这是本哲学书,而且是一本非常聪明的哲学书。 这位狂...
评分没接触过概率论、统计学的人理应打超过三星以上,这再次体现了打分反映的是书与读书人之间的关系,而非只反映书的质量。 关于存活性偏差,可以概括为,同时在多个概率事件中发生,被当作具有普遍意义,从而产生认识上的偏差。 1旧有的事情因为存活性偏差可能不足以充当预测未...
评分某同学向我推荐这本书的时候说,这是一本数学书,其中的内容有些晦涩难懂,需要花点功夫理解,但是最后还不失为一本对投资生涯有意义的书。于是我怀着敬畏之心开始了阅读,可是我很快发现,与其说这是一本数学书,倒不如说这是本哲学书,而且是一本非常聪明的哲学书。 这位狂...
评分这本书分成三部分: 第一部分是讲偏态,偶然事件。还谈了很多与概率相关的问题。 第二部分是讲存活着偏差,由于我们只看到了成功者,而因此形成了对机遇的歪曲看法。 第三部分是讲路径依赖的,人们过去做出的选择决定了他们现在及未来可能的选择。 三部分内容的划分是明确的,...
小概率事件隐含大趋势
评分最喜欢里面的小故事
评分最喜欢里面的小故事
评分学数理统计的孩子表示对这种吹水耍嘴皮子的书欣赏不能。。。。orz。。
评分小概率事件隐含大趋势
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