在线阅读本书 Book Description After 25 years, the Turtles come out of their shells "I could teach a turtle to trade." While sightseeing at a turtle farm, legendary commodities trader Richard Dennis bet Bill Eckhardt that great traders didn't have to be born - they could be taught. To settle the wager, they recruited 23 individuals from all walks of life, gave them accounts to tr...(展开全部)

在线阅读本书 Book Description After 25 years, the Turtles come out of their shells "I could teach a turtle to trade." While sightseeing at a turtle farm, legendary commodities trader Richard Dennis bet Bill Eckhardt that great traders didn't have to be born - they could be taught. To settle the wager, they recruited 23 individuals from all walks of life, gave them accounts to tr...(展开全部)

“Commodity players are a shrewd and indomitable lot. And the contracts they trade are still so loosely regulated that the correct combination of money and skill creates irresistible opportunity. That’s why I’m only half joking when I call them the secret club that runs the world.” When most people think of the drama of global finance, they think of stocks and bonds, venture cap...(展开全部)

艾兰（Sarah Allam） 著名汉学家。1945年出生于美国，1974年获加利福尼亚大学伯克莱分校博士学位。1972年始任教于英国伦敦大学亚非学院（SOAS），现为美国达慕思大学（Dartmouth College）“中国研究”讲座教授。主要从事甲骨文、青铜器、竹简的研究，并教授中国古代哲学文献，对先秦的文献、考古、思想和文化颇多涉猎。

The Secret Lives of People in Love is the first short story collection by award-winning writer Simon Van Booy. These stories, set in Kentucky, New York, Paris, Rome, and Greece, are a perfect synthesis of intensity and atmosphere. Love, loss, human contact, and isolation are Van Booy's themes. In radiant prose he writes about the difficult choices we make in order to retain our...(展开全部)

The Secret Lives of People in Love is the first short story collection by award-winning writer Simon Van Booy. These stories, set in Kentucky, New York, Paris, Rome, and Greece, are a perfect synthesis of intensity and atmosphere. Love, loss, human contact, and isolation are Van Booy's themes. In radiant prose he writes about the difficult choices we make in order to retain our...(展开全部)

Since the first edition of this book, geometrical methods in the theory of ordinary differential equations have become very popular and some progress has been made partly with the help of computers. Much of this progress is represented in this revised, expanded edition, including such topics as the Feigenbaum universality of period doubling, the Zoladec solution, the Iljashenko...(展开全部)