Enforce solver constraints

- Don't sign installed packages during finalizer execution
- Enforce solver constraints: build ALO and AMO rules taking into account
  that the current package might not be selected at all.
- Force uninstalls on upgrade
- Enable option to tell uninstall to ignore conflict with the analized system state,
  as we don't want any conflict with the installed to raise during the upgrade.
  In this way we both force uninstalls and we avoid to check with conflicts
  against the current system state which is pending to deletion.
  This is due to the fact that now the solver enforces the constraints
  and explictly denies two packages of the same version installed.
- Adapt test as now we generate more constraints, which makes the solver more
  noisy on the package that are explictly selected or not
This commit is contained in:
Ettore Di Giacinto
2020-02-27 18:26:48 +01:00
parent 65b17f5283
commit 5bcc8d112a
9 changed files with 152 additions and 93 deletions

View File

@@ -479,7 +479,7 @@ func (pack *DefaultPackage) BuildFormula(definitiondb PackageDatabase, db Packag
}
B := bf.Var(encodedB)
if !p.Matches(cp) {
formulas = append(formulas, bf.Or(A, bf.Or(bf.Not(A), bf.Not(B))))
formulas = append(formulas, bf.Or(bf.Not(A), bf.Or(bf.Not(A), bf.Not(B))))
}
}
}
@@ -495,62 +495,60 @@ func (pack *DefaultPackage) BuildFormula(definitiondb PackageDatabase, db Packag
if err != nil || len(packages) == 0 {
required = requiredDef
} else {
if len(packages) == 1 {
required = packages[0]
} else {
var ALO, priorityConstraints, priorityALO []bf.Formula
// Try to prio best match
// Force the solver to consider first our candidate (if does exists).
// Then builds ALO and AMO for the requires.
c, candidateErr := definitiondb.FindPackageCandidate(requiredDef)
var C bf.Formula
if candidateErr == nil {
// We have a desired candidate, try to look a solution with that included first
for _, o := range packages {
encodedB, err := o.Encode(db)
if err != nil {
return nil, err
}
B := bf.Var(encodedB)
if !o.Matches(c) {
priorityConstraints = append(priorityConstraints, bf.Not(B))
priorityALO = append(priorityALO, B)
}
}
encodedC, err := c.Encode(db)
if err != nil {
return nil, err
}
C = bf.Var(encodedC)
// Or the Candidate is true, or all the others might be not true
// This forces the CDCL sat implementation to look first at a solution with C=true
formulas = append(formulas, bf.Or(bf.Or(C, bf.Or(priorityConstraints...)), bf.Or(bf.Not(C), bf.Or(priorityALO...))))
}
var ALO, priorityConstraints, priorityALO []bf.Formula
// AMO - At most one
// Try to prio best match
// Force the solver to consider first our candidate (if does exists).
// Then builds ALO and AMO for the requires.
c, candidateErr := definitiondb.FindPackageCandidate(requiredDef)
var C bf.Formula
if candidateErr == nil {
// We have a desired candidate, try to look a solution with that included first
for _, o := range packages {
encodedB, err := o.Encode(db)
if err != nil {
return nil, err
}
B := bf.Var(encodedB)
ALO = append(ALO, B)
for _, i := range packages {
encodedI, err := i.Encode(db)
if err != nil {
return nil, err
}
I := bf.Var(encodedI)
if !o.Matches(i) {
formulas = append(formulas, bf.Or(bf.Not(I), bf.Not(B)))
}
if !o.Matches(c) {
priorityConstraints = append(priorityConstraints, bf.Not(B))
priorityALO = append(priorityALO, B)
}
}
formulas = append(formulas, bf.Or(ALO...)) // ALO - At least one
continue
encodedC, err := c.Encode(db)
if err != nil {
return nil, err
}
C = bf.Var(encodedC)
// Or the Candidate is true, or all the others might be not true
// This forces the CDCL sat implementation to look first at a solution with C=true
formulas = append(formulas, bf.Or(bf.Not(A), bf.Or(bf.Or(C, bf.Or(priorityConstraints...)), bf.Or(bf.Not(C), bf.Or(priorityALO...)))))
}
// AMO - At most one
for _, o := range packages {
encodedB, err := o.Encode(db)
if err != nil {
return nil, err
}
B := bf.Var(encodedB)
ALO = append(ALO, B)
for _, i := range packages {
encodedI, err := i.Encode(db)
if err != nil {
return nil, err
}
I := bf.Var(encodedI)
if !o.Matches(i) {
formulas = append(formulas, bf.Or(bf.Not(A), bf.Or(bf.Not(I), bf.Not(B))))
}
}
}
formulas = append(formulas, bf.Or(bf.Not(A), bf.Or(ALO...))) // ALO - At least one
continue
}
}
encodedB, err := required.Encode(db)