情境决定一切!精神分析复杂性书评:治疗改变的临床态度

T. Marks-Tarlow
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引用次数: 1

摘要

作为一位精神分析思想的理论家和临床医生,我致力于引入心理健康和临床实践的复杂性模型(见Marks-Tarlow, 2008,2011),我很高兴地回顾威廉·科伯恩的新书《精神分析的复杂性:治疗改变的临床态度》(2014)。这本短小精悍的书是劳特利奇精神分析探究丛书的最新一卷。Coburn描述了复杂性科学的历史根源,确定了与复杂性科学一致的临床态度,通过少量案例说明了实践中的复杂性态度,并将他的临床方法与其他精神分析学家的著作联系起来。通过这些元素的结合,Coburn达到了《精神分析探究丛书》编辑Joseph Lichtenberg所寻求的研究、理论和临床应用之间的平衡。复杂性理论的根源至少可以追溯到古希腊,当时哲学家赫拉克利特(Heraclitus)对动态的、不断变化的现实进行了反思。赫拉克利特有句名言:人不能两次踏入同一条河流。据说他的学生增加了一个心理维度,宣称我们永远不可能两次进入相同的意识。尽管有古老的根源,但复杂性的正式科学相对较新,可以追溯到19世纪的数学家,如魏尔施特劳斯、希尔伯特和黎曼等人。在他们中间,是亨利·庞加莱开了门
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Context is Everything! Book Review of Psychoanalytic Complexity: Clinical Attitudes for Therapeutic Change
A s a psychoanalytically-minded theorist and clinician dedicated to ushering in a complexity model of mental health and clinical practice (see Marks-Tarlow, 2008, 2011), I am pleased to review William Coburn’s new book, Psychoanalytic Complexity: Clinical Attitudes for Therapeutic Change (2014). This slender but pithy tome represents the latest volume of Routledge’s Psychoanalytic Inquiry Book Series. Coburn describes the historical roots of complexity science, identifies clinical attitudes consistent with complexity science, illustrates complexity attitudes in practice through a sprinkling of cases, and ties his clinical approach into the writings of fellow psychoanalysts. Through this combination of elements, Coburn achieves the balance between research, theory and clinical application sought by Joseph Lichtenberg, Editor of the Psychoanalytic Inquiry Book Series. Roots of complexity theory extend at least as far back as ancient Greece, when the philosopher Heraclitus reflected upon the dynamic, ever-changing flux of reality. Heraclitus famously observed that we can never step into the same river twice. His student reputedly added a psychological dimension by declaring we can never step into the same consciousness twice. Despite ancient roots, the formal sciences of complexity are relatively new, tracing back to 19th century mathematicians such as Weierstrauss, Hilbert, and Riemann among others. Of them all, it was Henri Poincaré who broke open
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