- Alternation (Chandra-Kozen-Stockmeyer)
- Relativization (Baker-Gill-Solovay)
- Small Sets (Mahaney)
- Primality Algorithms (Solovay-Strassen, Miller, Rabin)
- Probabilistic Complexity (Gill, Sipser)
- The Permanent (Valiant)
- Unique Witnesses (Valiant-Vazirani)
- Parity (Furst-Saxe-Sipser, Ajtai)
- The Yao Principle (Yao)
- Nonuniform Complexity (Karp-Lipton)
Next favorite theorems in 2014. Will your name be on that list?
It is interesting to see that the last decade (1994-2004) contains more algorithmic results (derandomization, primes, decoding) than the other three decades combined. Is this a coincidence or does it reflect a change how the field approaches the age old questions from CC?
ReplyDeleteKind of inline with the first poster; I would like to see your favorite algorithms list.
ReplyDeleteThe first poster's count is way off: reductions ARE algorithmic results.
ReplyDeleteFunny: Shor's quantum factoring algorithm did not make it to any of the lists.
ReplyDeleteThe first poster's count is way off: reductions ARE algorithmic results.
ReplyDeleteYeah, right and freedom fries are haute french cuisine.