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It would be very expensive to reason about the general cases (different combinations of many boolean variables) -- we need an SMT solver for that. However, for cases like this with only one boolean variable, we could probably add some support for it.
The text was updated successfully, but these errors were encountered:
We already have support in NilAway for checking nilability in switch cases:
However, if there are exhaustive combinations of another boolean variable:
It would be very expensive to reason about the general cases (different combinations of many boolean variables) -- we need an SMT solver for that. However, for cases like this with only one boolean variable, we could probably add some support for it.
The text was updated successfully, but these errors were encountered: