A Möbius strip. Fin-de-siècle neuropsychiatry and Paul Möbius
نویسنده
چکیده
The way ahead is shown by the last essay in the book, Karl Figlio's meaty piece of social history, 'How does illness mediate social relations? Workmen's compensation and medico-legal practice, 1890-1940'. The title is spot-on, and highlights the paper's concerns and approaches. Taking the eye malfunction, nystagmus, Figlio shows that late nineteenth-century medical interest in its exact specification, symptoms, aetiology, duration, and severity arose specifically because it was one of the compensatable industrial diseases under the Workmen's Compensation Act of 1897. Moreover, the vast ensuing controversy concerning the reality and discovery of malingering amongst miners then helped to constitute the socio-scientific framework within which the very field of psychosomatic and psychiatric medicine could be defined in the twentieth century (shell-shock treatment after World War I is a parallel example). Figlio's socialhistorical skill in tracing the dialectic of the construction of knowledge forms, their social use, the emergence of new problems, and the negotiation of matching new intellectual formulations, scores a last-minute winner for the social constructionist approach, and vindicates the project of the book. If the Edinburgh University Press must charge £12.00 for a paperback, they should take more care over the proof-reading (e.g. Michael Foucault crops up disconcertingly often). Roy Porter Wellcome Institute
منابع مشابه
Möbius inversion formula for monoids with zero
The Möbius inversion formula, introduced during the 19th century in number theory, was generalized to a wide class of monoids called locally finite such as the free partially commutative, plactic and hypoplactic monoids for instance. In this contribution are developed and used some topological and algebraic notions for monoids with zero, similar to ordinary objects such as the (total) algebra o...
متن کاملMöbius basket molecule: structure and properties.
Expanding the non-knot region of the famous Möbius strip with topological one-sided characteristics, an interesting structure of a Möbius basket molecule with all real frequencies was obtained at the B3LYP/6-31G(d) level for the first time. This structure contains six fused five-membered pyrrole rings contrasting with the isolated pentagon rule for the fullerenes. The twisted handle joints the ...
متن کاملDimer statistics on the Möbius strip and the Klein bottle
Closed-form expressions are obtained for the generating function of close-packed dimers on a 2M × 2N simple quartic lattice embedded on a Möbius strip and a Klein bottle. Finite-size corrections are also analyzed and compared with those under cylindrical and free boundary conditions. Particularly, it is found that, for large lattices of the same size and with a square symmetry, the number of di...
متن کاملThe shape of a Möbius strip.
The Möbius strip, obtained by taking a rectangular strip of plastic or paper, twisting one end through 180 degrees, and then joining the ends, is the canonical example of a one-sided surface. Finding its characteristic developable shape has been an open problem ever since its first formulation in refs 1,2. Here we use the invariant variational bicomplex formalism to derive the first equilibrium...
متن کاملIsing model on nonorientable surfaces: exact solution for the Möbius strip and the Klein bottle.
Closed-form expressions are obtained for the partition function of the Ising model on an MxN simple-quartic lattice embedded on a Möbius strip and a Klein bottle. The solutions all lead to the same bulk free energy, but for finite M and N the expressions are different depending on whether the strip width M is odd or even. Finite-size corrections at criticality are analyzed and compared with tho...
متن کاملذخیره در منابع من
با ذخیره ی این منبع در منابع من، دسترسی به آن را برای استفاده های بعدی آسان تر کنید
عنوان ژورنال:
- Medical History
دوره 27 شماره
صفحات -
تاریخ انتشار 1983