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Lenses and Waves

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238 CHAPTER 6<br />

author, he has excited all the more those who wrote after him to resume it <strong>and</strong> to try to<br />

find something better.” 84<br />

This can hardly be read otherwise than as the outline of a program of<br />

Cartesian physics. On the basis of the clear <strong>and</strong> comprehensible<br />

philosophical foundation laid by Descartes’ followers would erect the<br />

mechanistic science he himself failed to realize. At this moment, Huygens<br />

does not tell that not long after his introduction to Cartesian philosophy<br />

another protagonist of the new sciences would make an even deeper an more<br />

decisive impression on him: Galileo. But first his reception Descartes’<br />

teachings.<br />

Undeniably, Huygens’ ideas about the ultimate nature of things have<br />

always been uncompromisingly mechanistic. The question is, however, what<br />

relevance these philosophical ideas for his science <strong>and</strong> when, <strong>and</strong> how, this<br />

mechanistic framework was mobilized in his actual investigations. At what<br />

moments did Huygens become a mechanistic philosopher, philosophizing<br />

about the mechanistic causes of the phenomena? In Traité de la Lumière his<br />

mechanistic thinking had a designate yet limited role of providing plausibility<br />

of his hypotheses. His focus was on the derivation of the laws of optics. This<br />

aspect of Huygens’ optics developed late in his career, probably not before<br />

the late 1669s during his sojourn in Paris. In Huygens’ optics in general, La<br />

Dioptrique formed the main point of reference, first as regards the dioptrics of<br />

telescopes, then the mathematics <strong>and</strong> mechanics of refraction.<br />

Responding to Descartes does indeed form a thread in Huygens’ optics,<br />

but one that needs qualification. In the early decades of his career he<br />

primarily responded to Descartes’ ideas <strong>and</strong> achievements insofar as they<br />

pertained to the mathematical sciences. ‘Physique’, the consideration of<br />

topics in mechanistic philosophy <strong>and</strong> the response to Descartes’ natural<br />

philosophical conceptions, enters his oeuvre at a later stage, in the context of<br />

his Académie activities. These qualifications of Huygens’ Cartesianism put<br />

his famous confrontations with Newton in 1672 <strong>and</strong> 1690 in a different<br />

perspective. The first, in 1672, concerned Newton’s theory of colors <strong>and</strong> has<br />

been discussed in chapter 3. The second, around 1690, was Huygens’<br />

reaction to Newton’s theory of universal gravity, <strong>and</strong> I will now discuss it<br />

briefly. To do so, we have to go back to the late 1660s, when Huygens laid<br />

the foundation of his ideas about the mechanistic cause of gravity.<br />

The subtle matter of 1669<br />

On one page in his notebook, probably between September 1667 <strong>and</strong><br />

February 1668, Huygens listed a series of statements about “… a matter very<br />

84 OC10, 406. “Nonobstant ce peu de veritè que je trouve dans le livre des Principes de Mr. des Cartes, je<br />

ne disconviens pas qu’il ait fait paroitre bien de l’esprit à fabriquer, comme il a fait, tout ce systeme<br />

nouveau, et a luy donner ce tour de vraisemblance qu’une infinitè de gens s’en contentent et s’y plaisent.<br />

On peut encore dire qu’en donnant ces dogmes avec beaucoup d’assurance, et estant devenu autheur tres<br />

celebre, il a excitè d’autant plus ceux qui escrivoient apres luy a le reprendre et tacher de trouver quelque<br />

chose meilleur.”

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