No Single Path: Review of Amy Sullivan's Opioid Reckoning

IF 1.4 4区 计算机科学 Q4 AUTOMATION & CONTROL SYSTEMS
Jaeyoon Park
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引用次数: 0

Abstract

According to this framework, the pandemic is a two-part problem: one part virus, one part social resistance to the cure for the disease. [...]we hear that medical scientists have developed "gold standard" treatments for addiction, but that for reasons of bureaucratic lethargy, public skepticism, or sheer hopelessness among those suffering from addiction, the treatments are not adequately made available and sought out. The stories in the book are drawn from oral-history interviews that the author conducted with family members of people with addictions, doctors, community organizers, and treatment-center directors over a period of four years. Chapter Two reconstructs the life of a single man from the memories of his surviving family members, from the moment of his first exposure to opioids through fourteen separate rounds of addiction treatment and up to the moment of his fatal fentanyl overdose.
没有单一的路径:回顾艾米·沙利文的阿片类药物清算
根据这一框架,大流行是一个由两部分组成的问题:一部分是病毒,一部分是对该疾病治疗的社会抵制。[…我们听说医学科学家已经开发出治疗成瘾的“黄金标准”疗法,但由于官僚主义的冷漠、公众的怀疑或成瘾者的完全绝望,这些治疗方法没有充分提供和寻求。书中的故事取材于作者在四年的时间里对成瘾者的家庭成员、医生、社区组织者和治疗中心主任进行的口述历史采访。第二章从他幸存的家庭成员的记忆中重建了一个单身男人的生活,从他第一次接触阿片类药物的那一刻开始,经过14轮独立的成瘾治疗,直到他致命的芬太尼过量的那一刻。
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来源期刊
CiteScore
3.90
自引率
5.00%
发文量
13
审稿时长
>12 weeks
期刊介绍: The research on discrete event dynamic systems (DEDSs) is multi-disciplinary in nature and its development has been dynamic. Examples of DEDSs include manufacturing plants, communication networks, computer systems, management information databases, logistics systems, command-control-communication systems, robotics, and other man-made operational systems. The state processes of such systems cannot be described by differential equations in general. The aim of this journal, Discrete Event Dynamic Systems: Theory and Applications, is to publish high-quality, peer-reviewed papers on the modeling and control of, and all other aspects related to, DEDSs. In particular, the journal publishes papers dealing with general theories and methodologies of DEDSs and their applications to any particular subject, including hybrid systems, as well as papers discussing practical problems from which some generally applicable DEDS theories or methodologies can be formulated; The scope of this journal is defined by its emphasis on discrete events and the dynamic nature of the systems and on their modeling, control and optimization.
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