20世纪最伟大的经济学家之一，1974年诺贝尔经济学奖获得者。哈耶克是米塞斯的学生，并曾在米塞斯的领导下工作。1931年被任命为伦敦经济学院经济科学与统计学教授，哈耶克的主要著作包括《通往奴役之路》、《个人主义与经济秩序》、《货币的非国家化》、《致命的自负》、《自由秩序原理》、和《法、立法与自由》等。

This important new book develops a new concept of autonomy. The notion of autonomy has emerged as central to contemporary moral and political philosophy, particularly in the area of applied ethics. professor Dworkin examines the nature and value of autonomy and uses the concept to analyse various practical moral issues such as proxy consent in the medical context, paternalism, ...(展开全部)

In 1912, when Mises, at age thirty-one, wrote this landmark book, no monetary theory could be described as both securely founded on economic reality and properly incorporated into an analysis of the entire economic system. "The Theory of Money and Credit" opened new vistas. It integrated monetary theory into the main body of economic analysis for the first time, providing fresh...(展开全部)

路德维希·冯·米塞斯（1881-1973），20世纪著名的经济学大师，卓越的自由主义思想家。奥地利学派第三代掌门人，朝圣山学社成员。自由意志主义运动的主要代表人物，也是促成古典自由主义复苏的学者。被誉为是“奥地利学派的院长”。2000年被美国《自由》杂志评为“自由至上主义的世纪人物”。

In 1912, when Mises, at age thirty-one, wrote this landmark book, no monetary theory could be described as both securely founded on economic reality and properly incorporated into an analysis of the entire economic system. "The Theory of Money and Credit" opened new vistas. It integrated monetary theory into the main body of economic analysis for the first time, providing fresh...(展开全部)

路德维希·冯·米塞斯（1881-1973），20世纪著名的经济学大师，卓越的自由主义思想家。奥地利学派第三代掌门人，朝圣山学社成员。自由意志主义运动的主要代表人物，也是促成古典自由主义复苏的学者。被誉为是“奥地利学派的院长”。2000年被美国《自由》杂志评为“自由至上主义的世纪人物”。

Based on the authors' courses and lectures, this 2-volume advanced-level text is now available in a single volume. Topics include metric and normed spaces, continuous curves in metric spaces, measure theory, Lebesque interval, Hilbert Space and more. Each section contains exercises. Lists of symbols, definitions and theorems. 1957 edition.

Based on the authors' courses and lectures, this 2-volume advanced-level text is now available in a single volume. Topics include metric and normed spaces, continuous curves in metric spaces, measure theory, Lebesque interval, Hilbert Space and more. Each section contains exercises. Lists of symbols, definitions and theorems. 1957 edition.