Imagine a constrained scenario where you diligently work out a solution that will converge sufficiently quickly.
- Imagine a constrained scenario where you diligently work out a solution that will converge sufficiently quickly.
- Then a wheel falls off unexpectedly.
- The "unexpectedly" is key.
- This shifts your priors of how likely other parts that you thought were solid are to actually work.
- Now, the expected result is that the plan doesn't converge in sufficient time.
- That's a moment to look at the constraints from the balcony again.