If Nature Were Not Beautiful, It Would

Mathematicians Do Not Deal In Objects, But In Relations Between Objects; Thus, They Are Free To Replace Some Objects By Others So Long As The Relations Remain Unchanged. Content To Them Is Irrelevant: They Are Interested In Form Only.

Experiment Is The Sole Source Of Truth.

It May Happen That Small Differences In The Initial Conditions Produce Very Great Ones In The Final Phenomena.

Geometry Is Not True, It Is Advantageous.

Thus, Be It Understood, To Demonstrate A Theorem, It Is Neither Necessary Nor Even Advantageous To Know What It Means.