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He then considered the problem of perfect numbers, stating his belief that he will be able to demonstrate that no even numbers are perfect except those of Euclid.
He also discussed the center of gravity of a sphere, work on balances and levers, a point concerning burning glass, development of spectacles for old men, condensation and rarefaction, the law of falling bodies, and his theory of matiere subtile...
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So, all of those problems you have been working in algebra are his fault. It is interesting to consider how Descartes came to develop Cartesian coordinates. Descartes was lying on his bed watching a fly. Slowly, it came to him that he could describe the fly's position at any instant by just three numbers...
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General points of the essay
Nature's Numbers: The Unreal Reality of Mathematics
Ath Technologies Inc.: Making The Numbers
Blinding Numbers
the correct use of numbers
Greek numbers
Application of numbers - Goal Difference
Index Numbers
Numbers in sports
Numbers
Proportions Of Numbers And Magnitudes
Strength in Numbers
Pythagoras: A Universe Made of Numbers
Gensis Exodus Numbers Summeries
Fibonacci Numbers
Truth in Numbers Network Design
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