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Many optimizations can be done by rewriting the ATL formula. If we can reduce it to simply true or false then we do not even need to run the certain-zero algorithm. This feature requires an investigation of boolean formula equivalences and an extensible design that can apply rewriting rules repeatedly.
A few example rewrites:
A & !A → false
A | !A → true
A & (A | B) → A
A & (!A | B) → A & B
<<p1>> (true U A) → <<p1>> F A
<<p1>> F false → false
...
The text was updated successfully, but these errors were encountered:
Many optimizations can be done by rewriting the ATL formula. If we can reduce it to simply
true
orfalse
then we do not even need to run the certain-zero algorithm. This feature requires an investigation of boolean formula equivalences and an extensible design that can apply rewriting rules repeatedly.A few example rewrites:
A & !A
→false
A | !A
→true
A & (A | B)
→A
A & (!A | B)
→A & B
<<p1>> (true U A)
→<<p1>> F A
<<p1>> F false
→false
The text was updated successfully, but these errors were encountered: