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Mathematics famous saying geometry
Geometry can't be king. -Euclid (325 BC-265 BC)

There is no special way for king geometry. -Euclid (Euclid)

Those who don't know geometry don't advance. -Plato

There is no shortcut to geometry. -Mineckmus (Menaechmus)

Geometry sometimes seems to lead to analysis, but in fact, geometry leads to analysis, just like a servant walking in front of his master and opening the way for him. -Sylvester (james joseph sylvester 18 14- 1897)

Poincare

If Euclidean geometry fails to arouse your enthusiasm in your childhood, then you are not a natural scientific thinker. -Einstein

The theory of pure geometry is often given, and many simple and natural ways are given to investigate the source of truth in many problems, exposing the mysterious chain connecting them, so that they can get a unique, clear and complete understanding. ——Michaelchasles 1793- 1880)

After considering several things, the whole thing comes down to pure geometry, which is a goal of physics and mechanics. -Leibniz (Gottfriedwilhelmvonleibniz1646-1716)

Geometry is the art of reasoning correctly on inaccurate figures. -Polya

Arithmetic symbols are written figures, and geometric figures are drawn formulas. -Hilbert

Geometry has two treasures, one is Pythagoras theorem, and the other is to divide a line segment into Chinese and foreign ratios. We can compare the former to gold and the latter to precious stones. Kepler

The beauty of music is felt with the ears, and the beauty of geometry is felt with the eyes. shing tung yau

Geometry sometimes seems to lead to analysis, but in fact, geometry leads to analysis, just like a servant walking in front of his master and opening the way for him. Sylvester

Fractal geometry not only shows the beauty of mathematics, but also reveals the essence of the world and changes the way people understand the mysteries of nature. It can be said that fractal geometry is a kind of geometry that truly describes nature, and the research on it has greatly expanded the cognitive field of human beings. Zhou Haizhong

Descartes' analytic geometry in Newton's calculus has been extended to the singular mathematical methods of Lobachevsky, Riemann, Gauss and Selma Vesto. In fact, mathematics is not only an indispensable tool for all disciplines, but also can fly freely without considering the constraints of intuition. Nicholas Murray Butler