Appreciation: Jerry [Jeremiah Noah] Morris, 1910-2009
نویسندگان
چکیده
منابع مشابه
Jerry Morris and health services research in the USA.
system in the US. It was not easy! There were endless meetings with hospital administrators, their boards and lawyers, as well as with health officers and local politicians; most required in tense persuasion . Even the Vermont Medical Society paraded me with the charge of mounting a ‘communist plot’, and so forth . Before we could generate adequate data or attempt analyses, I was offered the jo...
متن کاملCalculating health and social change: an essay on Jerry Morris and Late-modernist epidemiology.
black boxes to Chinese boxes and eco-epidemiology. Am J Public Health 1996;86:674–77. 58 McMichael AJ. Prisoners of the proximate: loosening the constraints on epidemiology in an age of change. Am J Epidemiol 1999;149:887–97. 59 Berkman L, Kawachi I (eds). Social Epidemiology. Oxford: Oxford University Press, 2000. 60 Wilkinson R, Marmot M (eds). Social Determinants of Health: The Solid Facts, ...
متن کاملNoah A . Smith . Ellipsis Happens , and Deletion Is How NOAH
I offer an overview of recent literature on ellipsis phenomena in natural language, including the most salient empirical arguments surrounding the classification of ellipsis as a phenomenon of the Phonological Form or of the Logical Form. I show that the majority of evidence supports the view of ellipsis as PF-deletion rather than LF-copying. I then give a theoretical argument that supports thi...
متن کاملNoah Snyder : Teaching Statement
I have long enjoyed teaching, and have had a wide variety of teaching jobs over the past dozen years. I’ve worked in many different capacities at summer math programs for nine summers, I taught a sophomore tutorial at Harvard, I’ve given over 30 seminar talks at Berkeley, and I taught four sections of Calculus at U.C. Berkeley. Beyond a general interest in teaching, I have strong particular int...
متن کاملNoah Snyder And
We introduce the notion of a half-ribbon Hopf algebra, which is a Hopf algebra H along with a distinguished element t ∈ H such that (H, R,C) is a ribbon Hopf algebra, where R = (t ⊗ t)∆(t) and C = t. The element t is closely related to the topological ‘half-twist’, which twists a ribbon by 180 degrees. We construct a functor from a topological category of ribbons with half-twists to the categor...
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ژورنال
عنوان ژورنال: International Journal of Epidemiology
سال: 2010
ISSN: 0300-5771,1464-3685
DOI: 10.1093/ije/dyp390