3 ms·
I think the key difference is that bisect refers to slicing something into equally sized parts. This is sometimes the case (see eg. git bisect) but bifurcating
by dandelany 4y ago
I think the key difference is that bisect refers to slicing something into equally sized parts. This is sometimes the case (see eg. git bisect) but bifurcating the problem space would be the more general term.
- davrosthedalek 4y agoWhile bisect is indeed slicing into two (mostly) equal parts, bifurcation is creating two branches, and in my mind, with the intent of following up on both (at least initially). So what's done here is bifurcation with pruning, and I think bisect would be a more appropriate term -- certainly the attempt should be made to divide the problem space into equal parts.