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The purpose of the Whurr series in Psychoanalysis edited by Peter Fonagy and Mary Target of University College London, is to publish clinical and research based texts of academic excellence in the field. Each title makes a significant contribution and the series is open-ended. The readership is academic and graduate students in psychoanalysis, together with clinical practitioners, in Europe, North America and indeed worldwide. This book comprises an introduction to major psychoanalytical concepts in Kleinian theory starting with the ideas formulated by Melanie Klein and extending them to those developed by her main followers. There are chapters focusing on the Psychoanalytic play technique, unconscious phantasy, paranoid-schizoid and depressive positions,envy and gratitude, oedipus complex, projective identification, internal objects, symbolisation, models of the mind, containment and transference. Emphasis has been placed on clarity and there is ample illustration of central concepts with clinical examples. Its chapters have been written by leading psychoanalysts: David Bell, Jill Boswell, Ronald Britton, Catalina Bronstein, Marco Chiesa, Betty Joseph, Ruth Riesemberg Malcolm, Hanna Segal, Elizabeth Bott Spillius, Priscilla Roth and Jane Temperley. The book will be useful to students of Psychology, Psychiatry, Psychotherapy, and Psychoanalysis as well as to specialists who want to consolidate their knowledge.
This book provides a comprehensive exposition of Kleinian ideas. Offering a thorough update of R.D. Hinshelwood’s acclaimed original, this book draws on the twenty years of Kleinian theory and practice which have passed since its publication.
Melanie Klein Today, Volume 1 is the first of two volumes of collected essays devoted to developments in psychoanalysis based on the work of Melanie Klein. The papers are arranged into four groups: the analysis of psychotic patients, projective identification, on thinking, and pathalogical organisation.
In this volume, Julie Klein provides the first comprehensive study of the modern concept of interdisciplinarity, supplementing her discussion with the most complete bibliography yet compiled on the subject. In this volume, Julie Klein provides the first comprehensive study of the modern concept of interdisciplinarity, supplementing her discussion with the most complete bibliography yet compiled on the subject. Spanning the social sciences, natural sciences, humanities, and professions, her study is a synthesis of existing scholarship on interdisciplinary research, education and health care. Klein argues that any interdisciplinary activity embodies a complex network of historical, social, psychological, political, economic, philosophical, and intellectual factors. Whether the context is a short-ranged instrumentality or a long-range reconceptualization of the way we know and learn, the concept of interdisciplinarity is an important means of solving problems and answering questions that cannot be satisfactorily addressed using singular methods or approaches.
Lectures on Technique by Melanie Klein is based on a series of six lectures given by Melanie Klein to students at the British Psychoanalytical Society in 1936 and repeated several times in subsequent years. They were discovered in the Melanie Klein Archives housed in the Wellcome Medical Library and have been previously described by Elizabeth Spillius but never before published. In this book, John Steiner explores what characterises Kleinian Technique, how her technique changed over the years, what she saw as the correct psychoanalytical attitude and how psychoanalytic technique has changed since Klein’s death. Melanie Klein, who moved to England from Berlin in 1927, became one of the leading psychoanalysts, following Freud and making an important contribution in the theory and practice of psychoanalysis. A pioneer in child analysis, her work remains widely influential throughout the world. This book consists of the full text of the original six lectures, accompanied by a critical analysis from John Steiner who is known internationally as a leading Kleinian analyst and writer. Steiner demonstrates the importance of the lectures in understanding Klein’s work and their continued relevance for contemporary psychoanalysis. In addition, also published for the first time, this book includes annotated transcripts of a preserved recording of a seminar Klein held in 1958 with young analysts of the British Psychoanalytical Society. In this seminar, close to the end of her life, many of the points made in the earlier lectures were elaborated upon and brought further up to date in light of developments in Klein’s thinking during the intervening years. Featuring rare, previously unpublished material, Lectures on Technique by Melanie Klein provides a new and significant contribution to understanding of the Kleinian paradigm. It will be essential reading for all psychoanalysts and psychoanalytic psychotherapists interested in and influenced by Klein’s work and legacy.
Melanie Klein's extension of Freud's ideas - in particular her explorations into the world of the infant and her emphasis on the complex interactions between the infant's internal world of powerful primitive emotions of love and hate and the mothering that the infant receives - were greeted with skepticism but are now widely accepted as providing an invaluable way of understanding human cognitive and emotional development. Klein's insights shed light on persecuted states, guilt, the drive to create and to repair; they also provide the clinician with a theory of technique. Klein's work has inspired the work of psychoanalysts around the world. Her concept of projective identification with its implications for the understanding of countertransference made a significant impact on her followers and on psychoanalysts in other countries and from other schools of thought. Further exploration of these ideas has led to greater understanding of how change occurs in psychoanalysis and has inspired a large literature with a particular focus on technique.
The modern theory of Kleinian groups starts with the work of Lars Ahlfors and Lipman Bers; specifically with Ahlfors' finiteness theorem, and Bers' observation that their joint work on the Beltrami equation has deep implications for the theory of Kleinian groups and their deformations. From the point of view of uniformizations of Riemann surfaces, Bers' observation has the consequence that the question of understanding the different uniformizations of a finite Riemann surface poses a purely topological problem; it is independent of the conformal structure on the surface. The last two chapters here give a topological description of the set of all (geometrically finite) uniformizations of finite Riemann surfaces. We carefully skirt Ahlfors' finiteness theorem. For groups which uniformize a finite Riemann surface; that is, groups with an invariant component, one can either start with the assumption that the group is finitely generated, and then use the finiteness theorem to conclude that the group represents only finitely many finite Riemann surfaces, or, as we do here, one can start with the assumption that, in the invariant component, the group represents a finite Riemann surface, and then, using essentially topological techniques, reach the same conclusion. More recently, Bill Thurston wrought a revolution in the field by showing that one could analyze Kleinian groups using 3-dimensional hyperbolic geome try, and there is now an active school of research using these methods.
This monograph lays down the foundations of the theory of complex Kleinian groups, a newly born area of mathematics whose origin traces back to the work of Riemann, Poincaré, Picard and many others. Kleinian groups are, classically, discrete groups of conformal automorphisms of the Riemann sphere, and these can be regarded too as being groups of holomorphic automorphisms of the complex projective line CP1. When going into higher dimensions, there is a dichotomy: Should we look at conformal automorphisms of the n-sphere?, or should we look at holomorphic automorphisms of higher dimensional complex projective spaces? These two theories are different in higher dimensions. In the first case we are talking about groups of isometries of real hyperbolic spaces, an area of mathematics with a long-standing tradition. In the second case we are talking about an area of mathematics that still is in its childhood, and this is the focus of study in this monograph. This brings together several important areas of mathematics, as for instance classical Kleinian group actions, complex hyperbolic geometry, chrystallographic groups and the uniformization problem for complex manifolds.​
This book provides an extensive introduction and theoretical background to the field, situating psychoanalysis itself in contemporary culture. It shows the relevance of psychoanalysis beyond the consulting room to the understanding of human affairs in general.