Runaway combinatorics are impossible to beat by just running at them.

· Bits and Bobs 1/19/26
  • Runaway combinatorics are impossible to beat by just running at them.
    • There are 10^80 atoms in the universe.
    • There are 10^122 possible games of chess.
    • If there are runaway combinatorics, you have to figure out how to set constraints to close off vast amounts of territory.
    • Ideally those constraints cut out mostly the bad while keeping mostly the good.
    • But if you don't constrain, you'll never even get started.