Roots of the Classical identifies and traces to their sources the patterns that make Western classical music unique, setting out the fundamental laws of melody and harmony, and sketching the development of tonality between the fifteenth and eighteenth centuries. The author then focuses on the years 1770-1910, treating the Western music of this period - folk, popular, and classical - as a single, organically developing, interconnected unit in which the popular idiom was constantly feeding into 'serious' music, showing how the same patterns underlay music of all kinds.

Hilbert demonstrates the historical connection between the nineteenth-century theory of Emile Durkheim and Max Weber, in which sociology had its origins, and the ethnomethodological approach articulated in the 1960s by Harold Garfinkel. The author rejects the conventional view that draws radical distinctions between the two systems and at the same time provides an intellectual genealogy of ethnomethodology.

This book is about Information Retrieval (IR), particularly Classical Information Retrieval (CIR). It looks at these topics through their mathematical roots. The mathematical bases of CIR are briefly reviewed, followed by the most important and interesting models of CIR, including Boolean, Vector Space, and Probabilistic. The primary goal of book is to create a context for understanding the principles of CIR by discussing its mathematical bases. This book can be helpful for LIS students who are studying IR but have no knowledge of mathematics. Weakness in math impairs the ability to understand current issues in IR. While LIS students are the main target of this book, it may be of interest to computer science and communications students as well.

Contemporary Sociological Theory and Its Classical Roots: The Basics, is a brief survey of sociology′s major theorists and theoretical approaches, from the Classical founders to the present. The content is adapted from Ritzer/Stepnisky, Sociological Theory, and the authors connect many theorists together into chapters with broad headings (Contemporary Integrative Theories, Contemporary Theories of Everyday Life, etc.) that offer students a big-picture, synthesized view of sociological theory. Because of its size, price, and flexible organization, the text can be used in a variety of undergraduate sociological theory classes: Classical, Contemporary, or Combined.

The Classical Economists Revisited conveys the extent, diversity, and richness of the literature of economics produced in the period extending from David Hume's Essays of 1752 to the final contributions of Fawcett and Cairnes in the 1870s. D. P. O'Brien thoroughly updates, rewrites, and expands the vastly influential work he first published in 1975, The Classical Economists. In particular, he sets out to make clear the shaping of a comprehensive vision of the working of an open economy, building on the great work of Adam Smith in Wealth of Nations, a development that was substantially affected by the contributions of David Ricardo. He shows that the Classical literature was in fact the work of a host of thinkers from a wide range of backgrounds. Covering the intellectual roots of the Classical literature and its methodological approaches, and the developed theories of value, distribution, money, trade, population, economic growth, and public finance, and examining the Classical attitudes toward a rich variety of policy issues, The Classical Economists Revisited considers not only the achievements of the Classical writers but also their legacy to the later development of economics. A seminal contribution to the field, this book will be treasured for many years to come by economists, historians of economics, instructors and their students, and anyone interested in the sweeping breadth and enduring influence of the classical economists.

The author extends results of McLaughlin and Kantor on overgroups of long root subgroups and long root elements in finite classical groups. In particular he determines the maximal subgroups of this form. He also determines the maximal overgroups of short root subgroups in finite classical groups and the maximal overgroups in finite orthogonal groups of c-root subgroups.

Beginning with v. 31, the proceedings and papers of the Philological association of the Pacific coast are included.