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The letters between Sigmund Freud and Karl Abraham constitute one of the most important correspondences of Freud. Karl Abraham was an important and influential early member of Freud's inner circle of trusted colleagues. As such he played a significant part in the establishment of psychoanalysis as a discipline. Regarded by Freud biographer Ernest Jones as one of the best clinical analysts among his contemporaries, he also contributed important elaborations and developments of Freud's theories.In 1965, there appeared a first, censored and incomplete edition of this correspondence. In 2002, a completed edition came out in English translation. The present publication will be the first complete edition of this major correspondence in the original German, All letters, postcards, telegrams, notes, and enclosures that have been preserved and could be found are reprinted without omissions or pseudonyms. Added are both editorial and text-critical footnotes, plus an introduction and an appendix with pertinent additional material.It is now possible to explore first-hand the complex relationship that existed between Freud and his master pupil, and to follow their exchange on theoretical and clinical matters, but also on family members, their various travels, political and historical events, etc., and on their combined and individual relationships with other colleagues, such as C. G. Jung or the members of the so-called Secret Committee around Freud. This substantial and absorbing collection of letters enables the reader to gain valuable insights into these two pioneers of psychoanalysis, into the history of the psychoanalytic movement, and into the development of both Freud's and Abraham's theories.Due to the length of this correspondence (appr. 900 pages in print), this edition will appear in two volumes.Die Briefe zwischen Sigmund Freud und Karl Abraham gehören zu den wichtigsten Briefwechseln Freuds. Karl Abraham war ein wichtiges und einflussreiches Mitglied des engeren Kreises von Vertrauten rund um Freud. Als solches spielte er eine entscheidende Rolle bei der Etablierung der Disziplin der Psychoanalyse. Von Freuds Biograph Ernest Jones als einer der besten Kliniker seiner Zeit bezeichnet, trug er auch wichtige Ausarbeitungen und Weiterentwicklungen von Freuds Theorien bei.1965 erschien eine erste, zensierte und unvollständige Ausgabe dieser Korrespondenz. 2002 kam eine vervollständigte Ausgabe in englischer Übersetzung heraus. Die vorliegende Publikation ist die erste vollständige Edition dieser bedeutenden Korrespondenz in der deutschen Originalfassung. Sie enthält den Text aller Briefe, Karten, Telegramme, Notizen und Beilagen, die erhalten geblieben sind und aufgefunden werden konnten, ohne Auslassungen oder Pseudonyme. Dazu kommen sowohl editorische wie textkritische Fußnoten, sowie eine Einleitung und ein Anhang, der weitere relevante Materialien enthält.Aus erster Hand können nun die komplexen Beziehungen zwischen Freud und seinem Meisterschüler verfolgt werden, ihr Austausch über theoretische und klinische Fragen, aber auch über ihre Familien, ihre verschiedenen Reisen, über politische und historische Ereignisse usw., sowie über ihre Beziehungen zu anderen Kollegen wie C. G. Jung oder zu den Mitgliedern des sogenannten Geheimen Komitees rund um Freud. Diese reichhaltige und faszinierende Briefsammlung erlaubt dem Leser, wertvolle Einsichten über diese beiden Pioniere der Psychoanalyse, über die Geschichte der psychoanalytischen Bewegung und über die Entwicklung der Theorien Freuds und Abrahams zu gewinnen. Aufgrund des großen Umfangs dieses Briefwechsels (etwa 900 Druckseiten) erscheint diese Edition in zwei Bänden.
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Although nonlinear dynamics have been mastered by physicists and mathematicians for a long time (as most physical systems are inherently nonlinear in nature), the recent successful application of nonlinear methods to modeling and predicting several evolutionary, ecological, physiological, and biochemical processes has generated great interest and enthusiasm among researchers in computational neuroscience and cognitive psychology. Additionally, in the last years it has been demonstrated that nonlinear analysis can be successfully used to model not only basic cellular and molecular data but also complex cognitive processes and behavioral interactions. The theoretical features of nonlinear systems (such unstable periodic orbits, period-doubling bifurcations and phase space dynamics) have already been successfully applied by several research groups to analyze the behavior of a variety of neuronal and cognitive processes. Additionally the concept of strange attractors has lead to a new understanding of information processing which considers higher cognitive functions (such as language, attention, memory and decision making) as complex systems emerging from the dynamic interaction between parallel streams of information flowing between highly interconnected neuronal clusters organized in a widely distributed circuit and modulated by key central nodes. Furthermore, the paradigm of self-organization derived from the nonlinear dynamics theory has offered an interesting account of the phenomenon of emergence of new complex cognitive structures from random and non-deterministic patterns, similarly to what has been previously observed in nonlinear studies of fluid dynamics. Finally, the challenges of coupling massive amount of data related to brain function generated from new research fields in experimental neuroscience (such as magnetoencephalography, optogenetics and single-cell intra-operative recordings of neuronal activity) have generated the necessity of new research strategies which incorporate complex pattern analysis as an important feature of their algorithms. Up to now nonlinear dynamics has already been successfully employed to model both basic single and multiple neurons activity (such as single-cell firing patterns, neural networks synchronization, autonomic activity, electroencephalographic measurements, and noise modulation in the cerebellum), as well as higher cognitive functions and complex psychiatric disorders. Similarly, previous experimental studies have suggested that several cognitive functions can be successfully modeled with basis on the transient activity of large-scale brain networks in the presence of noise. Such studies have demonstrated that it is possible to represent typical decision-making paradigms of neuroeconomics by dynamic models governed by ordinary differential equations with a finite number of possibilities at the decision points and basic heuristic rules which incorporate variable degrees of uncertainty. This e-book has include frontline research in computational neuroscience and cognitive psychology involving applications of nonlinear analysis, especially regarding the representation and modeling of complex neural and cognitive systems. Several experts teams around the world have provided frontline theoretical and experimental contributions (as well as reviews, perspectives and commentaries) in the fields of nonlinear modeling of cognitive systems, chaotic dynamics in computational neuroscience, fractal analysis of biological brain data, nonlinear dynamics in neural networks research, nonlinear and fuzzy logics in complex neural systems, nonlinear analysis of psychiatric disorders and dynamic modeling of sensorimotor coordination.
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Translated from: Mémoires sur Napoléon, le Directoire le Consulat, l'Empire et la Restauration.
This book consists of the articles published in the special issues of this Symmetry journal based on two-by-two matrices and harmonic oscillators. The book also contains additional articles published by the guest editor in this Symmetry journal. They are of course based on harmonic oscillators and/or two-by-two matrices. The subject of symmetry is based on exactly soluble problems in physics, and the physical theory is not soluble unless it is based on oscillators and/or two-by-two matrices. The authors of those two special issues were aware of this environment when they submitted their articles. This book could therefore serve as an example to illustrate this important aspect of symmetry problems in physics.