
René Descartes (1596–1650).

Blaise Pascal was no universal scholar, but he developed a rigorous, experiment-based scientific method that enabled him to transcend the prevailing orthodoxy and open up new avenues in both mathematics and physics.



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Blaise Pascal's earliest work in geometry has passed into legend. He was only 16 when he published his Essay pour les coniques (Essay on Conics) in 1640.

In the 17th century, following the Ancients, it was held that "nature abhors a vacuum." By restoring physical experimentation to the heart of scientific inquiry, French scholars of the period would thoroughly reassess this claim. Pascal would devise an ingenious apparatus for "creating a vacuum."

A keen enthusiast for geometry, Claude Mydorge collaborated with René Descartes. His interest in conic sections led him to study the laws of optics and astronomy. He also developed a particular fondness for mathematical games and recreations.

The links between music and mathematics are well established. There was a time when it was not unusual for the most learned minds to pursue both with equal delight. Pascal, too, is said to have explored questions relating to sound, further evidence of his astonishing precocity.
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