An attempt, based mainly on his correspondence, is made to reconstruct
Descartes' discovery of the law of refraction. Descartes conjectured
the law from purely metaphysical, geometrical, and a priori assumption
s. He performed no measurements which could serve him as a basis for i
nduction or generalization, and in fact it would be impossible. He att
empted no verifications, instead he devised only one crucial experimen
t: he deduced from his law the form of the anaclastic curve and asked
Ferrier to cut one hyperbolic lens. Then he proclaimed: if this lens d
oes not concentrate light beams into one point, then not only his law,
bul all his philosophy will be worthless. Descartes' story fits perfe
ctly into Popper's Logic of Scientific Discovery and the crucial exper
iment can serve as a perfect example of a potential falsifier.