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This first volume of the two-volume book contains selected papers from the international conference 'Groups St Andrews 2001 in Oxford' which was held at the University of Oxford in August 2001. Five main lecture courses were given at the conference, and articles based on their lectures form a substantial part of the Proceedings. This volume contains the contributions from Marston Conder (Auckland), Persi Diaconis (Stanford) and Marcus Du Sautoy (Cambridge). The series of Proceedings of Groups St Andrews conferences have provided snapshots of the state of research in group theory throughout the past twenty years. As with earlier volumes, these refereed volumes also contain accessible surveys of contemporary research fronts, as well as a diverse collection of short research articles. They form a valuable reference for researchers, especially graduate students, working in group theory.
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The Institute of Group Analysis (IGA) celebrates forty years from its foundation with the publication of these two volumes. The first volume aims to publicise the foundations of group analysis (with the earliest papers of Foulkes) as well as the most influential theoretical contributions by pillars of modern group analysis, such as Pines, Brown, and Hopper. The reader will be able to see the development of Group Analysis, form an opinion about the trajectory that it follows, and judge which way the tradition of openness and creative integration of diverse theoretical contributions will lead in the twenty-first century. The second volume focuses on the numerous fields of work that use group analytic principles. Workers in the field of forensic psychotherapy would now consider a great omission if they did not use some form of group analytic intervention, as would professionals dealing with those who manifest personality disorders or different age groups, such as adolescents. Group analysis has made significant contribution to organisational work, to feminism and anti-discrimination (including anti-racism) as well as in education.
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The authorexpands and develops his ideas, first presented in Relational Group Psychotherapy: From Basic Assumptions to Passion. He constructs a theoretically sophisticated, yet experience-near approach to contemporary group therapy. Building on Bion's striking theoretical realignment, replacing the polarity unconscious-conscious with infinite-finite,the authorrevises traditional concepts and terms to offer a new model of relational group psychotherapy.In this book he defines the essential therapeutic task: to address the hunger for truth, an appetite stimulated by the group itself. Group members bring infinite potential into the room, but the truth that is developed and realized is bounded by the nature of their interrelationships, individual psychologies and perspectives, as well as by human limitations in processing experience to make it meaningful. How the therapist, along with group members, assess and respond to the need for truth, in the immediate clinical context, create the phenomena of resistance, rebellion, and refusal.
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Group Processes --- Psychotherapy, Group --- Group Psychotherapy --- Therapy, Group --- Group Therapy --- Group Meetings --- Group Process --- Group Thinking --- Group Meeting --- Group Thinkings --- Meeting, Group --- Process, Group --- Thinking, Group --- Sociology --- GROUP PROCESSES. --- Group psychotherapy. --- Psychiatry --- sociale psychiatrie --- Group processes.
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These volumes contain selected papers presented at the international conference on group theory held in St Andrews in 1989. The themes of the conference were combinatorial and computational group theory; four leading group theorists (J. A. Green, N. D. Gupta, O. H. Kegel and J. G. Thompson) gave courses whose content is reproduced here. Also included are refereed papers presented at the meeting. The many articles with their wealth of references demonstrate the richness and vitality of modern group theory and its varied connections with other areas of mathematics. These will be essential references for research and postgraduate mathematicians whose work involves group theory.
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