Question
The product of the first n of this person’s numbers equals the n plus first of their numbers minus two, from which it follows there are infinitely many primes. A theorem of this mathematician can be proven by forming necklaces with coloured beads and excluding necklaces that are formed of the same colour. A corollary of one of this mathematician’s theorems states that if an integer can be written as the sum of (*) two squares in two different ways, then that integer is composite. Composite numbers satisfying one of this person’s theorems are named for Carmichael. The Taniyama-Shimura conjecture was the final obstacle to proving a theorem by this mathematician. Euler’s Totient Theorem generalises their “little theorem”. For 10 points, Andrew Wiles proved what mathematician’s ‘last theorem’? ■END■
Buzzes
Player | Team | Opponent | Buzz Position | Value |
---|---|---|---|---|
Shardul Rao | Our Job is Buzz | doubleplusnegfive | 78 | -5 |
Maxwell Ye | Jeff Weiner Fan Club | Weird Klaus Barbie | 81 | 10 |
Conor Thompson | doubleplusnegfive | Our Job is Buzz | 95 | 10 |
Sharath Narayan | Palestrina Sawayama | BHSU | 95 | 10 |