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The Cycle of Excellence
How do the good become great? Practice! From musicians and executives to physicians and drivers, aspiring professionals rely on deliberate practice to attain expertise. Recently, researchers have explored how psychotherapists can use the same processes to enhance the effectiveness of psychotherapy supervision for career-long professional development. Based on this empirical research, this edited volume brings together leading supervisors and researchers to explore a model for supervision based on behavioral rehearsal with continuous corrective feedback. Demonstrating how this model complements and enhances a traditional, theory-based approach, the authors explore practical methods that readers can use to improve the effectiveness of their own psychotherapy training and supervision. This book is the 2018 Winner of the American Psychological Association Supervision & Training Section's Outstanding Publication of the Year Award.
Winning the One Man (or Woman) Show
Countless numbers of people dive into the world of self-employment only to discover that they own a job. A few of these brave (or crazy) people grasp the concept of working for retirement, maximizing the best clients and delivering above average performance in their field of skills and passion. If you are wanting to master small business without adding staff, growing an empire and mortgaging the house, then this is a book you need to devour. Sometimes staying small and understanding that you own a job can be better than trying to build an empire!
Handbook of Evidence-Based Psychodynamic Psychotherapy
The importance of conducting empirical research for the future of psychodynamics is presented in this excellent new volume. In Handbook of Evidence Based Psychodynamic Psychotherapy: Bridging the Gap Between Science and Practice, the editors provide evidence that supports this type of research for two primary reasons. The first reason concerns the current marginalization of psychodynamic work within the mental health field. Sound empirical research has the potential to affirm the important role that psychodynamic theory and treatment have in modern psychiatry and psychology. The second reason that research is crucial to the future of psychodynamic work concerns the role that systematic empir...
Trusting in Psychotherapy
"Cultivating trusting psychotherapy bonds is complex, challenging, and a critically important topic. In Trusting in Psychotherapy, the author posits that trusting cannot be understood apart from trustworthiness and that therapists should give equal attention to the task of becoming trustworthy to their patients. Blending developmental science and ethical thought, the author elucidates such topics as what it means to trust in the practice of psychotherapy; the many facets of trusting and trustworthiness; attachment relationships; the central role of hope in trust; and the ethical-moral basis of trusting and trustworthiness"--
Differential Equations
This volume is an outcome of the EQUADIFF 87 conference in Greece. It addresses a wide spectrum of topics in the theory and applications of differential equations, ordinary, partial, and functional. The book is intended for mathematics and scientists.
Nonstandard Analysis and Its Applications
This textbook is an introduction to non-standard analysis and to its many applications. Non standard analysis (NSA) is a subject of great research interest both in its own right and as a tool for answering questions in subjects such as functional analysis, probability, mathematical physics and topology. The book arises from a conference held in July 1986 at the University of Hull which was designed to provide both an introduction to the subject through introductory lectures, and surveys of the state of research. The first part of the book is devoted to the introductory lectures and the second part consists of presentations of applications of NSA to dynamical systems, topology, automata and orderings on words, the non- linear Boltzmann equation and integration on non-standard hulls of vector lattices. One of the book's attractions is that a standard notation is used throughout so the underlying theory is easily applied in a number of different settings. Consequently this book will be ideal for graduate students and research mathematicians coming to the subject for the first time and it will provide an attractive and stimulating account of the subject.
Lectures on the Hyperreals
An introduction to nonstandard analysis based on a course given by the author. It is suitable for beginning graduates or upper undergraduates, or for self-study by anyone familiar with elementary real analysis. It presents nonstandard analysis not just as a theory about infinitely small and large numbers, but as a radically different way of viewing many standard mathematical concepts and constructions. It is a source of new ideas, objects and proofs, and a wealth of powerful new principles of reasoning. The book begins with the ultrapower construction of hyperreal number systems, and proceeds to develop one-variable calculus, analysis and topology from the nonstandard perspective. It then sets out the theory of enlargements of fragments of the mathematical universe, providing a foundation for the full-scale development of the nonstandard methodology. The final chapters apply this to a number of topics, including Loeb measure theory and its relation to Lebesgue measure on the real line. Highlights include an early introduction of the ideas of internal, external and hyperfinite sets, and a more axiomatic set-theoretic approach to enlargements than is usual.
Principles Of Infinitesinal Stochastic & Financial Analysis
There has been a tremendous growth in the volume of financial transactions based on mathematics, reflecting the confidence in the Nobel-Prize-winning Black-Scholes option theory. Risks emanating from obligatory future payments are covered by a strategy of trading with amounts not determined by guessing, but by solving equations, and with prices not resulting from offer and demand, but from computation. However, the mathematical theory behind that suffers from inaccessibility. This is due to the complexity of the mathematical foundation of the Black-Scholes model, which is the theory of continuous-time stochastic processes: a thorough study of mathematical finance is considered to be possible...
Singularities & Dynamical Systems
This volume is an account of the lectures delivered at the international Conference ``Singularities and Dynamical Systems-83''. The main purpose of the Conference was to create conditions of scientific contact between mathematicians and physicists who have singularities and dynamical systems as common interests.
Analyzable Functions and Applications
The theory of analyzable functions is a technique used to study a wide class of asymptotic expansion methods and their applications in analysis, difference and differential equations, partial differential equations and other areas of mathematics. Key ideas in the theory of analyzable functions were laid out by Euler, Cauchy, Stokes, Hardy, E. Borel, and others. Then in the early 1980s, this theory took a great leap forward with the work of J. Ecalle. Similar techniques and conceptsin analysis, logic, applied mathematics and surreal number theory emerged at essentially the same time and developed rapidly through the 1990s. The links among various approaches soon became apparent and this body of ideas is now recognized as a field of its own with numerous applications. Thisvolume stemmed from the International Workshop on Analyzable Functions and Applications held in Edinburgh (Scotland). The contributed articles, written by many leading experts, are suitable for graduate students and researchers interested in asymptotic methods.
