13 Newton—Modeling the Universe
14 Leibniz and the Emergence of Calculus
15 Euler—Calculus Proves Its Promise
Raduis of 3438 * 2 * pi = 360 * 60
16 Geometry—From Alhambra to Escher
17 Gauss—Invention of Differential Geometry
Negative curvative always takes pressure away.
18 Algebra Becomes the Science of Symmetry
19 Modern Analysis—Fourier to Carleson
20 Riemann Sets New Directions for Analysis
21 Sylvester and Ramanujan—Different Worlds
22 Fermat's Last Theorem—The Final Triumph
23 Mathematics—The Ultimate Physical Reality
24 Problems and Prospects for the 21st Century
People from outside mathematics often focus on mathematics as problems, but for mathematicians, the subject is all about seeing how these patterns interrelate.
No comments:
Post a Comment