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

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The Emergence <strong>of</strong> the Aggregate Variable "Consumption" <strong>and</strong> its Measuring Method 1920-1955<br />

Macro-econometric modeling as an activity by experts, as well as its use in policy-making, have been<br />

fully established in the Netherl<strong>and</strong>s since 1955. The emergence <strong>of</strong> macro-econometric modelling implied<br />

representing the national economy in new terms, one <strong>of</strong> which was, <strong>and</strong> still is, the aggregate<br />

traces the contextual history <strong>of</strong> this macro-econometric aggregate. The aggregate people who consume<br />

<strong>and</strong> from what has actually been consumed. However, earlier theorising about <strong>and</strong> measuring <strong>of</strong> consumption<br />

was related to income, <strong>and</strong> social class. This paper analyses how measurements, mathematical<br />

representations, theories <strong>of</strong> consumption, <strong>and</strong> political alliances changed simultaneously in the period<br />

1920-1955, resulting in the establishment <strong>of</strong><br />

Boschiero, Luciano<br />

E-mail Address: luciano_boschiero@hotmail.com<br />

The Beginnings <strong>of</strong> Post-Galilean Natural Philosophical Thought: 1638-1647<br />

In 1638, five years before Galileo's death, Vincenzio Viviani became Galileo's student--his 'last<br />

disciple', as Viviani himself put it. During the following ten years, Viviani <strong>and</strong> another <strong>of</strong> Galileo's<br />

followers, Evangelista Torricelli, collaborated with their colleagues in Rome <strong>and</strong> Pisa to water the seeds<br />

<strong>of</strong> natural philosophical thought planted in Florence by Galileo. It is the aim <strong>of</strong> this paper to explore how<br />

Viviani <strong>and</strong> Torricelli were largely responsible for the post-Galilean movement in Tuscany. Torricelli<br />

died in 1647, <strong>and</strong> activities in Florence quieted down until the foundation <strong>of</strong> the experimentalist institution,<br />

the Academia del Cimento in 1657. Yet the ten years before Torricelli's death are the most critical in<br />

Tuscany's seventeenth century history <strong>of</strong> science, since they show that what was at stake after Galileo's<br />

death, <strong>and</strong> what continued to be at stake during the following decades, was not a strange system <strong>of</strong><br />

patronage, courtly etiquette, <strong>and</strong> 'Experimental <strong>Science</strong>', as some historians would have us believe in<br />

their studies <strong>of</strong> the Cimento, but the production <strong>of</strong> knowledge claims according to the natural philosophical<br />

beliefs <strong>of</strong> these early modern Italian thinkers.<br />

Brian, Eric<br />

E-mail Address: brian@ehess.fr<br />

Classification as a Mathematical Competence Among Eighteenth-Century Geometers<br />

A basic constituent <strong>of</strong> the mathematical expertise <strong>of</strong> eighteenth-century geometers was their ability to<br />

conceive a systematic decomposition <strong>of</strong> the operations to be executed, <strong>and</strong> subsequently to outline these<br />

conceptions on paper in the form <strong>of</strong> classification schemes. To solve a problem a geometer had to elaborate<br />

some formalism <strong>and</strong> to develop the necessary calculus on the registers <strong>of</strong> integral <strong>and</strong> differential<br />

calculus improved over the course <strong>of</strong> the century. But establishing this formalism presupposed a decomposition<br />

<strong>of</strong> the problem at h<strong>and</strong> by means <strong>of</strong> classification. A comparative study <strong>of</strong> the classifications<br />

proposed by various French specialists during the eighteenth century shows that the progressive degrees<br />

<strong>of</strong> abstraction involved in mathematical operations were considered to be the primary principles <strong>of</strong><br />

construction used for these classifications. Simple facts had to be abstracted into quantities, <strong>and</strong> quantities<br />

into well-defined measures which allowed them to be compared.<br />

Brooke,John<br />

E-mail Address:<br />

<strong>Science</strong>, Religion, <strong>and</strong> the Unification <strong>of</strong> Nature<br />

Browne, Janet<br />

E-mail Address: j.browne@ucl.ac.uk.

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