It Wouild Be Very Discouraging If Somewhere

It Wouild Be Very Discouraging If Somewhere Down The Line You Could Ask A Computer If The Riemann Hypothesis Is Correct And It Said, 'yes, It Is True, But You Won't Be Able To Understand The Proof.' John Horgan.

Incidentally, When We're Faced With A "prove Or Disprove," We're Usually Better Off Trying First To Disprove With A Counterexample, For Two Reasons: A Disproof Is Potentially Easier (we Need Just One Counterexample); And Nitpicking Arouses Our Creative Juices. Even If The Given Assertion Is True, Our Search For A Counterexample Often Leads To A Proof, As Soon As We See Why A Counterexample Is Impossible. Besides, It's Healthy To Be Skeptical.

Someone Has Said That All The Great Jugglers Are Dead.

A Lot Of The High-level Sports Are Really In Your Mind.

I Was Reminded Of The Sydney Harris Cartoon That Said 'adding Two Numbers That Have Not Been Added Before Does Not Constitute A Mathematical Breakthrough'.