**More parser theory**
I had a conversation recently about low-priority prefix operators in infix expression grammars, which left me mildly uncertain about what they ought to mean. So here's a quick straw poll. Suppose I have an expression grammar in which the multiplication operator `*` and the addition operator `+` have their usual relative priority (namely, `*` binds more tightly, i.e. is evaluated first). Then suppose I – perhaps unwisely – introduce a prefix operator, which I'll call `PFX` for want of a better name, which has *intermediate* priority between the two, so that `PFX a + b` behaves like `(PFX a) + b` , i.e. the `PFX` is evaluated first`PFX a * b` behaves like `PFX (a * b)` , i.e. the `PFX` is evaluated second. That's simple enough (if unusual). But things get weirder when `PFX` appears on the *right* of another operator. Specifically, what would you imagine happens to *this* expression:a * PFX b + c in which you *can't* process the operators in priority order (`*` then `PFX` then `+` ) because the `PFX` necessarily has to happen before the `*` .
Open to: **Registered Users**, detailed results viewable to: **All**, participants: 10 In what order should the parser process those operators? |