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Isis Current Bibliography 2010 - History of Science Society

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E. Disciplinary Classification<br />

101. OCCULTISM AND NATURAL MAGIC<br />

254. PRIESNER, Claus. Grenzwelten: Schamanen,<br />

Magier und Geisterseher. (228 pp.; ill.; bibl.) Hamburg:<br />

Merus-Verlag, 2008. ISBN: 9783939519461.<br />

Reviews: [ref. R722]<br />

102. HISTORY OF PHILOSOPHY<br />

255. BLAIR, Ann. “Disciplinary Distinctions before<br />

the ‘Two Cultures.’ ” Part <strong>of</strong> a symosium on disciplinary<br />

distinctions in science and the humanities.<br />

[ref. 3685]. Eur. Legacy 13 (2008): 577–588.<br />

Explores the separation between philosophy and<br />

theology in medieval Europe and the distinction<br />

between mathematical disciplines and Aristotelian<br />

physics in the early modern period.<br />

256. BRUUN, Otto, and Lorenzo CORTI. (Eds.) Les<br />

catégories et leur histoire. Bibliothèque d’histoire de<br />

la philosophie. (384 pp.) Paris: Vrin, 2005. ISBN:<br />

9782711617081.<br />

Essays on Aristotle’s concept <strong>of</strong> categories in<br />

the ancient, medieval, Byzantine, and Arabic<br />

worlds. Contributors: Jonathan BARNES, Curzio<br />

CHIESA, Stéphane DIEBLER, Sten EBBESEN,<br />

Michael FREDE, Katerina IERODIAKONOU, Anthony<br />

KENNY, Alain de LIBERA, John MAREN-<br />

BON, and Benjamin MORISON.<br />

257. BÜTTGEN, Ph., R. IMBACH, U. J. SCHNEI-<br />

DER, and H. J. SELDERHUIS. (Eds.) Vera doctrina.<br />

Zur Begriffsgeschichte der Lehre von Augustinus bis<br />

Descartes. (386 pp.; ill.; bibl.; index.) Wiesbaden:<br />

Harrassowitz, 2009. ISBN: 9783447061018.<br />

Includes: Ian MACLEAN, “La doctrine médicale à<br />

la Renaissance,” 141-150 [ref. 1511].<br />

258. EPSTEIN, Mikhail. “Between Humanity and<br />

Human Beings: Information Trauma and the Evolution<br />

<strong>of</strong> the Species.” Common Knowl. 13 (2007):<br />

18–32.<br />

On the notion that human beings are unable to keep<br />

up with the knowledge <strong>of</strong> humanity as a whole.<br />

259. FALK, Dan. In Search <strong>of</strong> Time: The <strong>Science</strong><br />

<strong>of</strong> a Curious Dimension. (xiii + 329 pp.; ill.; bibl.;<br />

index.) New York: St. Martin’s Press, 2008. ISBN:<br />

9780312374785.<br />

260. GONZÁLEZ, Ana Marta. “Aristotle and Kant on<br />

Practical Reason: An Annotation to Korsgaard.” Acta<br />

Phil. 18 (2009): 99–112.<br />

261. MÜLLER, Jörn. “Aristoteles und der naturalistische<br />

Fehlschluß.” Boch. Phil. Jahr. 11 (2006):<br />

25–58.<br />

Examines George Edward Moore’s criticism <strong>of</strong><br />

Aristotle in his 1903 work.<br />

103. MATHEMATICS<br />

262. ABDOUNUR, Oscar João. “A Preliminary Survey<br />

on the Emergence <strong>of</strong> an Arithmetical Theory <strong>of</strong><br />

Ratios.” Circumscribere 7 (2009): 1–8.<br />

263. ALEXANDER, Amir. Duel at Dawn: Heroes,<br />

Martyrs, and the Rise <strong>of</strong> Modern Mathematics. New<br />

Histories <strong>of</strong> <strong>Science</strong>, Technology, and Medicine.<br />

(307 pp.; ill.; index.) Cambridge: Harvard University<br />

Press, <strong>2010</strong>. ISBN: 978067404661.<br />

264. BRUMMELEN, Glen van. “Filling in the Short<br />

Blanks: Musings on Bringing the Historiography <strong>of</strong><br />

Mathematics to the Classroom.” Brit. Soc. Hist. Math.<br />

Bull. 25 (<strong>2010</strong>): 2–9.<br />

265. CORRY, Leo. “Hunting Prime Numbers—From<br />

Human to Electronic Computers.” http://www.<br />

rutherfordjournal.org/article030105.html<br />

(Accessed on June 8, <strong>2010</strong>). Part <strong>of</strong> a special issue.<br />

[ref. 534]. Rutherford J. 3 (<strong>2010</strong>): 21,000 words.<br />

266. FRASER, Craig G. “Sufficient Conditions,<br />

Fields and the Calculus <strong>of</strong> Variations.” Hist. Math. 36<br />

(2009): 420–427.<br />

Essay review <strong>of</strong> Rüdiger THIELE, Von der<br />

Bernoullischen Brachistochrone zum Kalibrator-<br />

Konzept. Ein historischer Abriß zur Entstehung<br />

der Feldtheorie in der Variationsrechnung (hinreichende<br />

Bedingungen in der Variationsrechnung)<br />

(2007) [ref. 277].<br />

267. GRATTAN-GUINNESS, Ivor. Routes <strong>of</strong> Learning:<br />

Highways, Pathways, and Byways in the <strong>History</strong><br />

<strong>of</strong> Mathematics. (xii + 372 pp.; ill.; bibl.; index.) Baltimore,<br />

MD: Johns Hopkins University Press, 2009.<br />

ISBN: 9780801892486.<br />

268. GROSHOLZ, Emily R. Representation and Productive<br />

Ambiguity in Mathematics and the <strong>Science</strong>s.<br />

(xviii + 313 pp.; ill.; bibl.; index.) New York: Oxford<br />

University Press, 2007. ISBN: 9780199299737.<br />

Reviews: [ref. R375]<br />

269. MALPANGOTTO, Michela. “Graphical Choices<br />

and Geometrical Thought in the Transmission <strong>of</strong><br />

Theodosius’ Spherics from Antiquity to the Renaissance.”<br />

Arch. Hist. Exact Sci. 64 (<strong>2010</strong>): 75–112.<br />

270. MANCOSU, Paolo. (Ed.) The Philosophy <strong>of</strong><br />

Mathematical Practice. (xi + 447 pp.; ill.; bibl.;<br />

index.) Oxford: Oxford University Press, 2008.<br />

ISBN: 9780199296453.<br />

271. MARCUSSEN, Marianne. “To Kirsti: ‘From Art<br />

<strong>History</strong> with Love. . . ’; Perspective: Then and Now,<br />

and Artistic Practice.” Centaurus 52 (<strong>2010</strong>): 73–88.

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