Classic Kindleberger: Engaging and stimulating reading on eclectic topics in finance, economics, and the life of this captivating author

The Essential Guide to Writing History Essays is a step-by-step guide to the typical assignments of any undergraduate or master's-level history program in North America. Effective writing is a process of discovery, achieved through the continual act of making choices--what to include or exclude, how to order elements, and which style to choose--each according to the author's goals and the intended audience. The book integrates reading and specialized vocabulary with writing and revision and addresses the evolving nature of digital media while teaching the terms and logic of traditional sources and the reasons for citation as well as the styles. This approach to writing not only helps students produce an effective final product and build from writing simple, short essays to completing a full research thesis, it also teaches students why and how an essay is effective, empowering them to approach new writing challenges with the freedom to find their own voice.

Originally published in 1948. In the first essay of this collection, Lovejoy reflects on the nature, methods, and difficulties of the historiography of ideas. He maps out recurring phenomena in the history of ideas, which the essays illustrate. One phenomenon is the presence and influence of the same presuppositions or other operative "ideas" in very diverse provinces of thought and in different periods. Another is the role of semantic transitions and confusions, of shifts and of ambiguities in the meanings of terms, in the history of thought and taste. A third phenomenon is the internal tensions or waverings in the mind of almost every individual writer—sometimes discernible even in a single writing or on a single page—arising from conflicting ideas or incongruous propensities of feeling or taste to which the writer is susceptible. These essays do not contribute to metaphysical and epistemological questions; they are primarily historical.

An examination of the interchange between popular and learned cultures, and the practices of reading and writing. The essays reflect Hall's belief that the better the production and consumption of books is understood, the closer readers can come to a social history of culture.

"Originally published 1977 by Basil Blackwell Oxford in Great Britain and by Wesleyan University Press in the United States."

Winner of the 2011 Isaac and Tamara Deutscher Memorial Prize. The essays collected here straddle four decades of work in both historiography and Marxist theory, combining source-based historical work in a wide range of languages with sophisticated discussion of Marx's categories. Key themes include the distinctions that are crucial to restoring complexity to the Marxist notion of a 'mode of production'; the emergence of medieval relations of production; the origins of capitalism; the dichotomy between free and unfree labour; and essays in agrarian history that range widely from Byzantine Egypt to 19th-century colonialism. The essays demonstrate the importance of reintegrating theory with history and of bringing history back into historical materialism. An introductory chapter ties the collection together and shows how historical materialists can develop an alternative to Marx's 'Asiatic mode of production'.

Algebraic groups and Lie groups are important in most major areas of mathematics, occuring in diverse roles such as the symmetries of differential equations and as central figures in the Langlands program for number theory. In this book, Professor Borel looks at the development of the theory of Lie groups and algebraic groups, highlighting the evolution from the almost purely local theory at the start to the global theory that we know today. As the starting point of this passagefrom local to global, the author takes Lie's theory of local analytic transformation groups and Lie algebras. He then follows the globalization of the process in its two most important frameworks: (transcendental) differential geometry and algebraic geometry. Chapters II to IV are devoted to the former,Chapters V to VIII, to the latter.The essays in the first part of the book survey various proofs of the full reducibility of linear representations of $SL 2M$, the contributions H. Weyl to representation and invariant theory for Lie groups, and conclude with a chapter on E. Cartan's theory of symmetric spaces and Lie groups in the large.The second part of the book starts with Chapter V describing the development of the theory of linear algebraic groups in the 19th century. Many of the main contributions here are due to E. Study, E. Cartan, and above all, to L. Maurer. After being abandoned for nearly 50 years, the theory was revived by Chevalley and Kolchin and then further developed by many others. This is the focus of Chapter VI. The book concludes with two chapters on various aspects of the works of Chevalley on Lie groupsand algebraic groups and Kolchin on algebraic groups and the Galois theory of differential fields.The author brings a unique perspective to this study. As an important developer of some of the modern elements of both the differential geometric and the algebraic geometric sides of the theory, he has a particularly deep appreciation of the underlying mathematics. His lifelong involvement and his historical research in the subject give him a special appreciation of the story of its development.