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use super::*;
impl Symbol {
pub fn arity(&self) -> Option<usize> {
match self {
VecType | RetType | Pi | Tau | Eps | Imag | BoolType | F64Type => Some(0),
Not | Idb | Id | Neg | Reci | Arity |
False1 | True1 | Even | Odd | Abs | Conj |
Norm | Sqnorm | Sqrt | Ln | Log2 | Log10 | Exp | Len |
Sum | Min | Max | Prob | Probl | Probr | Probm | Det |
Dim | IsSquareMat | Sin | Asin | Cos | Acos | Tan | Atan |
Re | Im | Ex | Triv | TypeOf => Some(1),
Eq | Eqb | And | Or | Nand | Nor | Xor | Exc |
Add | Mul | Div | Sub | Rem | False2 | True2 |
Imply | Fstb | Sndb | Lt | Rlt | Le | Rle | Gt | Rgt |
Ge | Rge | Mulc | Pow | Rpow | Concat | Min2 | Max2 |
MulMat | Base | Fst | Snd | Atan2 | Dot | Push | PushFront |
Item | Neq | D | Rty | VecUop => Some(2),
Range | Rangel | Ranger | Rangem | El | If | VecOp => Some(3),
Any | Var(_) | ArityVar(_, _) | ListVar(_) |
Singleton(_) | HeadTailTup(_, _) | HeadTailList(_, _) |
RetVar(_) | RetIntVar(_) | RetPosVar(_) | RetNegVar(_) | NotRetVar(_) |
BinopRetVar(_, _, _) | TernopRetVar(_, _, _, _) | UnopRetVar(_, _) |
NoConstrVar(_) => None,
}
}
}
impl Expr {
pub fn arity(&self) -> Option<usize> {
match self {
Sym(s) => s.arity(),
Op(Apply, x, y) => {
match (&**x, &**y) {
(Sym(Rty), Sym(VecType)) => Some(1),
(Sym(s), Ret(_)) => {
if let Some(arity) = s.arity() {
if arity >= 1 {Some(arity - 1)}
else {Some(0)}
} else {
None
}
}
_ => None
}
}
_ => None,
}
}
}