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Listing of Sessions and Abstracts of Papers - History of Science ...

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<strong>of</strong> a later period were done in collaboration by Arabic <strong>and</strong> Greek speaking people, working first on a<br />

transliteration <strong>of</strong> the Arabic text transliterated into Greek alphabet <strong>and</strong>, then, translating it properly.<br />

These conclusions are <strong>of</strong> primary importance because they probably can be transferred to other enterprises<br />

<strong>of</strong> translation (e.g. the translation <strong>of</strong> Greek science into Latin in the Late Antique World or into<br />

Arabic during the 9th century). This will contribute to a better underst<strong>and</strong>ing <strong>of</strong> the process <strong>of</strong> transfer <strong>of</strong><br />

knowledge in the medieval Mediterranean.<br />

Touwaide,Alain<br />

E-mail Address:<br />

Arabic Medicine in Greek Translation--How was it Translated?<br />

Turner,Roger<br />

E-mail Address: hssexec@u.washington.edu<br />

Tybjerg, Karin<br />

E-mail Address: kt206@cam.ac.uk<br />

A Geometry <strong>of</strong> Machines: Hero <strong>of</strong> Alex<strong>and</strong>ria's Mechanical <strong>and</strong> Mathematical Treatises<br />

Hero <strong>of</strong> Alex<strong>and</strong>ria's treatises on geometry, measurement <strong>and</strong> mechanics provide an intriguing mixture<br />

<strong>of</strong> systematic geometrical treatment <strong>and</strong> consideration <strong>of</strong> practical issues. They include strictly<br />

geometrical formulae for calculating areas, but they also deal with practical situations such as tunnel<br />

construction or the measurement <strong>of</strong> l<strong>and</strong>. This mixture <strong>of</strong> interests makes Hero's work difficult to place<br />

<strong>and</strong> it is <strong>of</strong>ten characterized vaguely <strong>and</strong> unhelpfully as 'applied mathematics'. In my paper I shall<br />

explore in more detail how Hero combines the incontrovertibility <strong>of</strong> geometry with his own claims to<br />

practical consequence. Hero associates his work with geometry he makes frequent references to<br />

Archimedes <strong>and</strong> he constructs Archimedes as an authority <strong>of</strong> mechanics rather than geometry. He also<br />

expresses practical problems, for example tunnel construction, in a formulaic style similar to Euclidean<br />

demonstrations. At the same time he shows how geometry affords control in political situations such as<br />

the distribution <strong>of</strong> l<strong>and</strong> or siege-war. Hero thus employs the high epistemological status <strong>of</strong> mathematics<br />

to project an image <strong>of</strong> mechanics as a systematic discipline. But he does more than that. He makes<br />

mechanical devices <strong>and</strong> methods part <strong>of</strong> geometry so that geometry can be complete only when mechanical<br />

devices are included. Moreover Hero shows how his combination <strong>of</strong> mechanical <strong>and</strong> practical<br />

expertise affords control over the environment <strong>and</strong> over enemies in situations <strong>of</strong> war. Hero <strong>of</strong><br />

Alex<strong>and</strong>ria's use <strong>of</strong> geometry makes manifest how 'mixed' or technical forms <strong>of</strong> knowledge appropriated<br />

<strong>and</strong> redefined disciplinary categories to make powerful claims to expertise.<br />

Van Berkel, Klaas<br />

E-mail Address: k.van.berkel@let.rug.nl<br />

The fruits <strong>of</strong> war. Dutch science under German occupation, 1940-1945<br />

When Hitler Germany invaded one European country after another, serious scientific work was soon<br />

interrupted until well after the war. This may be true for countries in Eastern Europe, but whether it is<br />

also true for countries in Northern <strong>and</strong> Western Europe is open to discussion. A close look at for instance<br />

Dutch science in this period reveals some <strong>of</strong> the complexities <strong>of</strong> this problem. After the initial disarray<br />

Dutch scientists found many ways to continue their research in more or less normal ways only during<br />

the final year <strong>of</strong> the war scientific work really collapsed, as can be demonstrated in the case <strong>of</strong> physics.

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