Two Dimensional Man

One of the most important texts of modern times, Herbert Marcuse's analysis and image of a one-dimensional man in a one-dimensional society has shaped many young radicals' way of seeing and experiencing life. Published in 1964, it fast became an ideological bible for the emergent New Left. As Douglas Kellner notes in his introduction, Marcuse's greatest work was a 'damning indictment of contemporary Western societies, capitalist and communist.' Yet it also expressed the hopes of a radical philosopher that human freedom and happiness could be greatly expanded beyond the regimented thought and behaviour prevalent in established society. For those who held the reigns of power Marcuse's call to arms threatened civilization to its very core. For many others however, it represented a freedom hitherto unimaginable.

An edited collection which examines the theoretical issues surrounding power, and particularly empowerment, which uses ethnographic analysis as its basis. It takes material from the Middle East, Canada, Columbia, Australasia and various parts of Europe and Africa. It looks particularly at the extent to which traditionally disempowered groups gain influence in postcolonial or multicultural settings, and at how power relates to economic development, gender and environmentalism.

Central to this original study, first published in 1974, is that Political Man is also Symbolist Man, that man is two-dimensional. The book explores the possibilities of the systematic study of the dialectical interdependence between power relationships and symbolic action in modern, complex society. The discussion focuses on the processes by which interest groups, that cannot organise themselves formally, manipulate different types of symbolic formations to articulate a number of basic organisational functions: distinctiveness, communication, decision-making, authority, ideology and socialisation. The analysis is worked out in terms of specific case studies of different types of groupings, or ‘invisible organisations’ – ethnic, elitist, religious, ritually secret, cousinhood – which go through processes of cultural metamorphosis, shifting from one symbolic strategy to another, in response to changes in their circumstances. In conclusion, the discussion is brought to bear on the study of stratification in large-scale industrial society generally.

In Two-Dimensional Man, Paul Sahre shares deeply revealing stories that serve as the unlikely inspiration behind his extraordinary thirty-year design career. Sahre explores his mostly vain attempts to escape his "suburban Addams Family" upbringing and the death of his elephant-trainer brother. He also wrestles with the cosmic implications involved in operating a scanner, explains the disappearance of ice machines, analyzes a disastrous meeting with Steely Dan, and laments the typos, sunsets, and poor color choices that have shaped his work and point of view. Two-Dimensional Man portrays the designer's life as one of constant questioning, inventing, failing, dreaming, and ultimately making.

A visual, intuitive introduction in the form of a tour with side-quests, using direct probabilistic insight rather than technical tools.

Two-dimensional wavelets offer a number of advantages over discrete wavelet transforms, in particular for analysis of real-time signals. This book provides thorough and comprehensive treatment of 2-D wavelets, with extensive use of practical applications and illustrative examples throughout. For engineers, physicists and mathematicians.

Basic work on two-dimensional homotopy theory dates back to K. Reidemeister and J. H. C. Whitehead. Much work in this area has been done since then, and this book considers the current state of knowledge in all the aspects of the subject. The editors start with introductory chapters on low-dimensional topology, covering both the geometric and algebraic sides of the subject, the latter including crossed modules, Reidemeister-Peiffer identities, and a concrete and modern discussion of Whitehead's algebraic classification of 2-dimensional homotopy types. Further chapters have been skilfully selected and woven together to form a coherent picture. The latest algebraic results and their applications to 3- and 4-dimensional manifolds are dealt with. The geometric nature of the subject is illustrated to the full by over 100 diagrams. Final chapters summarize and contribute to the present status of the conjectures of Zeeman, Whitehead, and Andrews-Curtis. No other book covers all these topics. Some of the material here has been used in courses, making this book valuable for anyone with an interest in two-dimensional homotopy theory, from graduate students to research workers.

A classic book about life in a two-dimensional universe, written by a well-known author. Now brought back into print in this revised and updated edition, the book is written within the great tradition of Abbott's Flatland, and Hinton's famous Sphereland. Accessible, imaginative, and clever, it will appeal to a wide array of readers, from serious mathematicians and computer scientists, to science fiction fans.