Introduction: On Stanley Cavell

Using Stanley Cavell

Automat, Automatic, Automatism: Rosalind Krauss and Stanley Cavell on Photography and the Photographically Dependent Arts

1. Crossing Disciplines How might philosophers and art historians make the best use of one another’s research? That, in nuce, is what this special issue considers with respect to questions concerning the nature of photography as an artistic medium; and that is what my essay addresses with respect to a specific case: the dialogue, or lack thereof, between the work of the philosopher Stanley Cave...

Edith Cavell

Several of them are well known: C. W. Hufeland's, 'Begriffund Wesen der Krankheit' (1975); Virchow's, 'Tber die heutige Stellung der Pathologie' (1869); Ribbert's, 'Das Wesen der Krankheiten' (1909); Canguilhem's, 'Essai sur quelques problemes concernant le normal et le pathologique' (1950); Freud's, 'Die Arzt und der Kranke' (1927); Rather's, 'Zur Philosophie des Begriffs "Krankheit"' (1958); ...

G. Stanley Hall's Adolescence: A centennial reappraisal introduction.

This article is an overview of the special issue "G. Stanley Hall's Adolescence: A Centennial Reappraisal." First, a brief biography of Hall is presented. Then each of the six articles in the special issue is summarized. Three of the articles are by historians and three are by psychologists, but all six articles integrate history and psychology.

On generalized Stanley sequences

Let N denote the set of all nonnegative integers. Let k ≥ 3 be an integer and A0 = {a1, . . . , at} (a1 < . . . < at) be a nonnegative set which does not contain an arithmetic progression of length k. We denote A = {a1, a2, . . . } defined by the following greedy algorithm: if l ≥ t and a1, . . . , al have already been defined, then al+1 is the smallest integer a > al such that {a1, . . . , al}...