Sean Sayers

This book provides a clear, lively and highly readable introduction to the main themes of Plato's Republic. It covers Plato's social and political thought, his moral philosophy, his epistemology and metaphysics, and his philosophy of art and literature. Plato's theories in all these areas are presented in concise and straightforward terms. They are located in the context of the views of subsequent philosophers and critically assessed in the light of current debates. The contemporary significance of Plato's ideas is emphasized throughout.Lucid and thought-provoking, this book succeeds in making a broad range of fundamental philosophical ideas widely accessible. It provides an ideal introduction to the Republic for students in courses in philosophy, political and social thought, classical studies, religious studies, literary theory, etc., as well as for the general reader.Key features* A clear, concise and highly readable introduction to Plato's Republic which covers all its main themes.* Lively and thought-provoking. Assesses Plato's ideas in the context of the history of philosophy and current debates.* Lucidly written. The ideal guide for students at all levels and for the general reader. * Full advice about further reading and extensive bibliography included.

The concepts of identity and community have recently been the subject of a good deal of debate in social philosophy, much of it focused on the ideas of writers like MacIntyre, Taylor, Walzer. These philosophers are often referred to as `communitarians', though they do not constitute a united school and none of them identifies himself as such. Nevertheless, there are good reasons 1 for grouping them together, for they share some important elements of common ground. In their different ways, each develops a critique of liberal and individualist social theory and formulates a philosophy which recognises the reality and value of community.

Has Marxism a future, now that communism has collapsed throughout Eastern Europe and is in crisis everywhere else? It is often said that Marxism is discredited and refuted by these events: they signify the triumph of capitalism and the free market, the `end of history'. At the other extreme, some Marxists in the West would like to believe that history has not yet begun. For them, socialism is still a distant dream. The old regimes of the Soviet Union and Eastern Europe had nothing to do with true socialism. Their demise, therefore, has no bearing on Marxism: no rethinking is required.

This paper discusses Marx’s concept of alienated (or estranged) labour, focusing mainly on his account in the Economic and Philosophical Manuscripts of 1844. This concept is frequently taken to be a moral notion based on a concept of universal human nature. This view is criticized and it is argued that the concept of alienation should rather be interpreted in the light of Hegelian historical ideas. In Hegel, alienation is not a purely negative phenomenon; it is a necessary stage of human development. Marx’s account of alienated labour should be understood in similar terms. It is not a merely subjective discontent with work; it is an objective and historically specific condition, a stage in the process of historical development. Marx usually regards it as specific to capitalism. The criticism of capitalism implied in the concept of alienation, it is argued, does not appeal to universal moral standards; it is historical and relative. Overcoming alienation must also be understood in historical terms, not as the realization of a universal ideal, but as the dialectical supersession of capitalist conditions of labour. Marx’s account of communism as the overcoming of alienation is explained in these terms.

It seems evident that class differences and class struggle continue to exist in socialist societies; that is to say, in societies like the Soviet Union and China, which have undergone socialist revolutions and in which private property in the means of production has been largely abolished. I shall not attempt to prove this proposition here; rather it will form my starting point. For my purpose in this paper is to show how the phenomenon of class in socialist society can be understood and interpreted in Marxist terms; and, in particular, to explain and expound Mao Zedong's attempt to do so. For one of Mao's most striking and important contributions to Marxism was his recognition that `contradictions among the people' continue to exist in socialist society, and his attempt to explain them within the theoretical framework of historical materialism. Marx outlines his account of historical development in the following well-known words: It is not the consciousness of men that determines their being, but on the contrary it is their social being that determines their consciousness. At a certain stage of their development, the material productive forces of society come into conflict with the existing relations of production or - what is merely a legal expression for the same thing - with the property relations within the framework of which they have hitherto operated. From forms of development of the productive forces these relations turn into their fetters. At that point an era of social revolution begins. With the change in the economic foundation the whole immense superstructure is more slowly or more rapidly transformed. (Marx, Preface to A Contribution to the Critique of Political Economy) It has been common to interpret these words as expressing a simple form of economic or even technological determinism which would rule out the very possibility of class divisions continuing to be a fundamental feature of socialist society. For, according to this account, a socialist society, by abolishing the private ownership of the means of production, thereby abolishes the material and economic basis of class differences; and so classes are destined to die out in socialist society 2 as the forces of production are developed. According to this interpretation, which I shall call the `traditional' account, in Marx's account of historical development all the emphasis is placed upon the development of the productive forces..

The dialectical method, Marx Insisted, was at the basis of his account of society. In 1858, in a letter to Engels, he wrote: In the method of treatment the fact that by mere accident I again glanced through Hegel's Logic has been of great service to me... If there should ever be the time for such work again, I would greatly like to make accessible to the ordinary human intelligence, in two or three printer's sheets, what is rational in the method which Hegel discovered.1 But he never did find the time for this work. As a result, Marx's dialectical method and the ways in which it draws on Hegel's philosophy remain among the most controversial and least well understood aspects of Marx's work. My purpose in this paper is to explain some of the basic presuppositions of this method and to bring out their significance for Marx's theories. I shall do so by focusing critically on G.A. Cohen 's account of Marxism in Karl Marx's Theory of History: A Defence. In this important and influential work, Cohen contrives to give an account of 2 Marxism in entirely non-dialectical – indeed, in anti-dialectical – terms. By criticising Cohen 's views I will seek to show that the dialectical method is the necessary basis for an adequate theory of history and an indispensable part of Marx's thought. The major purpose of Cohen 's book is to develop and defend a particular interpretation of historical materialism, the Marxist theory of historical development. Cohen claims that his account is an `old-fashioned' and a `traditional' one ; and, indeed, in certain respects it is. For, in contrast to the tendency of much recent Marxist writing, Cohen strongly emphasises the materialistic and deterministic character of Marx's theory of history. He insists that the development of the productive forces is the primary motive force for historical change, and portrays Marxism as a form of technological determinism. However, there are various different forms of materialism, not all of them Marx's.