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Health care today is the most regulated industry in America. Statutes and regulations govern everything from licensing and insurance to privacy and emergency care. In pursuit of the iron triangle of improved access, better quality, and lower cost, health law scholars have long focused on “public law,” or law that involves governmental action, including action by administrative agencies at both the state and federal levels.
Health Law as Private Law delves into the complex relationship between private law and health care. During the COVID-19 pandemic, the importance of public ordering and state-created rules was evident, yet this work reveals the equally important role of private agreements in shaping health care policy. The volume's five sections – theory and structure, reproductive care, costs and financing, innovation and institutions, contracts and torts – include innovative conceptualizations and approaches to applying private law to health law. Chapters authored by leading experts explore how private law can be utilized to address significant health care and public health problems, and to achieve much-needed health care reform. Comprehensive and timely, Health Law as Private Law opens new pathways that will influence future policy, jurisprudence, and regulation. This title is also available as open access on Cambridge Core.
Generalized Baumslag-Solitar groups are a class of combinatorially interesting groups. Their group theory is also closely associated to a the topology of a class of 2-dimensional spaces. These 2-dimensional spaces are Seifert fibred. We develop the basic topology of these fibrations and derive some of the most immediate group theoretic consequences of this topology.
This survey article has two components. The first part gives a gentle introduction to Serres notion of $G$-complete reducibility, where $G$ is a connected reductive algebraic group defined over an algebraically closed field. The second part concerns consequences of this theory when $G$ is simple of exceptional type, specifically its role in elucidating the subgroup structure of $G$. The latter subject has a history going back about sixty years. We give an overview of what is known, up to the present day. We also take the opportunity to offer several corrections to the literature.
Every four years leading researchers gather to survey the latest developments in all aspects of group theory. Since 1981, the proceedings of these meetings have provided a regular snapshot of the state of the art in group theory and helped to shape the direction of research in the field. This volume contains selected papers from the 2022 meeting held in Newcastle. It includes substantial survey articles from the invited speakers, namely the mini course presenters Michel Brion, Fanny Kassel and Pham Huu Tiep; and the invited one-hour speakers Bettina Eick, Scott Harper and Simon Smith. It features these alongside contributed survey articles, including some new results, to provide an outstanding resource for graduate students and researchers.
Close-range sensors are employed to observe glaciological processes that operate over short timescales (e.g. iceberg calving, glacial lake outburst floods, diurnal surface melting). However, under poor weather conditions optical instruments fail while the operation of radar systems below 17 GHz do not have sufficient angular resolution to map glacier surfaces in detail. This letter reviews the potential of millimetre-wave radar at 94 GHz to obtain high-resolution 3-D measurements of glaciers under most weather conditions. We discuss the theory of 94 GHz radar for glaciology studies, demonstrate its potential to map a glacier calving front and summarise future research priorities.