WHAT ARE THE ODDS YOU'LL WIN THE LOTTERY? How long will your kids wait in line at Disney World? Who decides that “standardized tests” are fair? Why do highway engineers build slow-moving ramps? What does it mean, statistically, to be an “Average Joe”? NUMBERS RULE YOUR WORLD In the popular tradition of eye-opening bestsellers like Freakonomics, The Tipping Point, and Sup...(展开全部)

洛伦佐·费尔拉蒙蒂，南非比勒陀利亚大学副教授，在区域一体化和治理研究领域获得欧盟“让·莫内讲座教授”荣誉称号，治理创新研究中心主管。他还是德国海德堡大学社会投资中心和柏林赫尔梯行政学院的高级研究员、联合国大学副研究员。费尔拉蒙蒂著有多部有关发展政策、全球和区域治理、替代性经济和社会进步指标的书籍，包括《GDP究竟是个什么玩意儿：GDP的历史及其背后的政治利益》（Zed Books，2013年）。

Numbers dominate global politics and as a result our everyday lives. Credit ratings steer financial markets and can make or break the future of entire nations. GDP drives our economies. Stock market indices flood our media and national debates. Statistical calculations define how we deal with climate change, poverty and sustainability. But what is behind these numbers? By what ...(展开全部)

Can we scientifically predict our future? Scientists and pseudoscientists have been pursuing this mystery for hundreds and perhaps thousands of years. But now, amazing new research is revealing that patterns in human behavior, previously thought to be purely random, follow predictable laws. Albert-László Barabási, already the world's preeminent researcher on the science of ...(展开全部)

一部从古希腊到二十一世纪的无理数的有趣而有启发性的历史 古希腊人发现了无理数，但直到19世纪，无理数才被正确地理解和严格地定义，即使在今天，无理数的所有奥秘也没有被揭示出来。在《无理数》一书中，Julian Havil讲述了无理数的故事，以及从古代到21世纪解决无理数挑战的数学家。在这本书中，他解释了为什么无理数令人惊讶地难以定义，以及为什么围绕着无理数还有这么多问题。这本书引人入胜，发人深省，适合所有热爱数学及其背后历史的人。 An entertaining and enlightening history of irrational numbers, from ancient Greece to the twenty-first century The ancient Greeks discovered them, but it wasn't u...(展开全部)

The ancient Greeks discovered them, but it wasn't until the nineteenth century that irrational numbers were properly understood and rigorously defined, and even today not all their mysteries have been revealed. In The Irrationals, the first popular and comprehensive book on the subject, Julian Havil tells the story of irrational numbers and the mathematicians who have tackled t...(展开全部)

What is objectivity? What is the rule of law? Are the operations of legal systems objective? If so, in what ways and to what degrees are they objective? Does anything of importance depend on the objectivity of law? These are some of the principal questions addressed by Matthew H. Kramer in this lucid and wide-ranging study that introduces readers to vital areas of philosophical...(展开全部)

Two most important essays by the famous German mathematician: one provides an arithmetic, rigorous foundation for the irrational numbers, thereby a rigorous meaning of continuity in analysis. The other is an attempt to give logical basis for transfinite numbers and properties of the natural numbers.

How should a democracy choose its representatives? How does disease spread? How do computers teach themselves chess, and why is chess easier for them than analyzing a sentence? What should your kids study in school if they really want to learn to think? All of these are questions about geometry. Jordan Ellenberg reveals the mathematics behind some of the most important scientif...(展开全部)