I don’t think the analogy holds water. You’re trying to make a point about breaking symmetries, but in the case of Buridan’s ass you can play a mixed strategy where you choose each option with probability 1⁄2. There’s no need to actually break the symmetry.
I don’t think the analogy holds water. You’re trying to make a point about breaking symmetries, but in the case of Buridan’s ass you can play a mixed strategy where you choose each option with probability 1⁄2. There’s no need to actually break the symmetry.