I just want to record an inefficient case for backjumping(or backtracking) process.
Given this criterion of package A, the top is pinned most recently:
A<7 (from B)
A<7 (from C)
A<7 (from D)
A>=6 (from E)
In the current round we are trying to pin F and F depends on A<6, obviously it introduces a conflict. But the resolver has to exhaust all versions of F to realize F is not able to resolve at this point, and starts to back jump(in this case backjump is similar to backtrack because all packages are relevent here).
The next step is to revert B and try to find another working version, but it fails, then it goes on with C, D... Imagine A is a common dependency of many packages and each has a lot of versions. The resolver has to exhaust all versions of B,C,D and find out they are not helpful at all, because the critical package is E. The process will look like following:
1. F@{1...N} # REJECT
2. B@2 -> F@{1...N} #REJECT
3. B@3 -> F@{1...N} #REJECT
...
4. C@2 -> B@{1...M} -> F@{1...N} #REJECT
5. C@3 -> B@{1...M} -> F@{1...N} #REJECT
...
That is a NxMxOxP... complexity. Is it possible to immediately find E that needs to pop out from the state without adding more methods to resolver?
@notatallshaw
I just want to record an inefficient case for backjumping(or backtracking) process.
Given this criterion of package A, the top is pinned most recently:
In the current round we are trying to pin F and F depends on A<6, obviously it introduces a conflict. But the resolver has to exhaust all versions of F to realize F is not able to resolve at this point, and starts to back jump(in this case backjump is similar to backtrack because all packages are relevent here).
The next step is to revert B and try to find another working version, but it fails, then it goes on with C, D... Imagine A is a common dependency of many packages and each has a lot of versions. The resolver has to exhaust all versions of B,C,D and find out they are not helpful at all, because the critical package is E. The process will look like following:
That is a NxMxOxP... complexity. Is it possible to immediately find E that needs to pop out from the state without adding more methods to resolver?
@notatallshaw