Ah, interesting to think about the stuff in these principles/ideas for non-mathy problems!
Regarding your point about actively forgetting: Yeah, it seems like there’s an interesting trade-off to consider in choosing how long to stay “steeped” in a task. I’m guessing it depends a lot on the “depth” of the problem being solved—i.e. for some problems I think it can take several days or more just to get to the point where you’ve loaded in enough “context” to start actually making any progress on it, and so you need to stay deep in it for several days at a time. Whereas with other problems it could take hours or less to get “deep” into the problem, and so in that case it probably makes sense to have a faster cadence of solving vs actively forgetting because you hit diminishing returns fairly quickly after attacking the problem for several hours. I’ll have to think more about this.
Ah, interesting to think about the stuff in these principles/ideas for non-mathy problems!
Regarding your point about actively forgetting: Yeah, it seems like there’s an interesting trade-off to consider in choosing how long to stay “steeped” in a task. I’m guessing it depends a lot on the “depth” of the problem being solved—i.e. for some problems I think it can take several days or more just to get to the point where you’ve loaded in enough “context” to start actually making any progress on it, and so you need to stay deep in it for several days at a time. Whereas with other problems it could take hours or less to get “deep” into the problem, and so in that case it probably makes sense to have a faster cadence of solving vs actively forgetting because you hit diminishing returns fairly quickly after attacking the problem for several hours. I’ll have to think more about this.
Thanks for your comment!