- #1
Aldebaran2
- 6
- 0
Ciao all,
Is there a generic algorithm to compile the probability P(A)
of any propositional formula A (provided that we have only the probability of each atoms constituting A)?
For example, we have that A= a1 and not (a2 and a3 and ( not a4 and not a5 and not a6 ..) , or any other complicated formula.
The an are independant here!
I know pr(a1), pr(a2)... and so on...
Is there an algorithm to compute pr(a1 and not (a2 and a3 and ( not a4 and not a5 and not a6 ..) ) ?
Is there a generic algorithm to compile the probability P(A)
of any propositional formula A (provided that we have only the probability of each atoms constituting A)?
For example, we have that A= a1 and not (a2 and a3 and ( not a4 and not a5 and not a6 ..) , or any other complicated formula.
The an are independant here!
I know pr(a1), pr(a2)... and so on...
Is there an algorithm to compute pr(a1 and not (a2 and a3 and ( not a4 and not a5 and not a6 ..) ) ?