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@ -10,26 +10,6 @@ use roc_region::all::{Located, Region};
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// BinOp precedence logic adapted from Gluon by Markus Westerlind, MIT licensed
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// https://github.com/gluon-lang/gluon
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// Thank you, Markus!
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fn new_op_expr<'a>(
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arena: &'a Bump,
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left: Located<Expr<'a>>,
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op: Located<BinOp>,
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right: Located<Expr<'a>>,
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) -> Located<Expr<'a>> {
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let new_region = Region {
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start_line: left.region.start_line,
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start_col: left.region.start_col,
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end_line: right.region.end_line,
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end_col: right.region.end_col,
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};
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let new_expr = Expr::BinOp(arena.alloc((left, op, right)));
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Located {
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value: new_expr,
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region: new_region,
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}
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}
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fn new_op_call_expr<'a>(
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arena: &'a Bump,
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@ -724,265 +704,3 @@ fn binop_step<'a>(
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}
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}
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}
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fn desugar_bin_op<'a>(arena: &'a Bump, loc_expr: &'a Located<Expr<'_>>) -> &'a Located<Expr<'a>> {
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use roc_module::operator::Associativity::*;
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use std::cmp::Ordering;
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let mut infixes = Infixes::new(loc_expr);
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let mut arg_stack: Vec<&'a Located<Expr>> = Vec::new_in(arena);
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let mut op_stack: Vec<Located<BinOp>> = Vec::new_in(arena);
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while let Some(token) = infixes.next() {
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match token {
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InfixToken::Arg(next_expr) => arg_stack.push(next_expr),
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InfixToken::Op(next_op) => {
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match op_stack.pop() {
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Some(stack_op) => {
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match next_op.value.cmp(&stack_op.value) {
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Ordering::Less => {
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// Inline
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let right = arg_stack.pop().unwrap();
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let left = arg_stack.pop().unwrap();
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infixes.next_op = Some(next_op);
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arg_stack.push(arena.alloc(new_op_expr(
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arena,
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Located {
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value: Nested(&left.value),
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region: left.region,
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},
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stack_op,
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Located {
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value: Nested(&right.value),
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region: right.region,
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},
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)));
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}
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Ordering::Greater => {
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// Swap
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op_stack.push(stack_op);
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op_stack.push(next_op);
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}
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Ordering::Equal => {
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match (
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next_op.value.associativity(),
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stack_op.value.associativity(),
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) {
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(LeftAssociative, LeftAssociative) => {
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// Inline
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let right = arg_stack.pop().unwrap();
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let left = arg_stack.pop().unwrap();
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infixes.next_op = Some(next_op);
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arg_stack.push(arena.alloc(new_op_expr(
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arena,
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Located {
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value: Nested(&left.value),
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region: left.region,
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},
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stack_op,
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Located {
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value: Nested(&right.value),
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region: right.region,
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},
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)));
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}
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(RightAssociative, RightAssociative) => {
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// Swap
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op_stack.push(stack_op);
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op_stack.push(next_op);
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}
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(NonAssociative, NonAssociative) => {
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// Both operators were non-associative, e.g. (True == False == False).
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// We should tell the author to disambiguate by grouping them with parens.
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let bad_op = next_op;
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let right = arg_stack.pop().unwrap();
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let left = arg_stack.pop().unwrap();
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let broken_expr = new_op_expr(
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arena,
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Located {
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value: Nested(&left.value),
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region: left.region,
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},
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next_op,
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Located {
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value: Nested(&right.value),
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region: right.region,
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},
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);
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let region = broken_expr.region;
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let data = roc_parse::ast::PrecedenceConflict {
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whole_region: loc_expr.region,
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binop1_position: stack_op.region.start(),
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binop1: stack_op.value,
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binop2_position: bad_op.region.start(),
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binop2: bad_op.value,
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expr: arena.alloc(broken_expr),
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};
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let value = Expr::PrecedenceConflict(arena.alloc(data));
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return arena.alloc(Located { region, value });
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}
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_ => {
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// The operators had the same precedence but different associativity.
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//
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// In many languages, this case can happen due to (for example) <| and |> having the same
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// precedence but different associativity. Languages which support custom operators with
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// (e.g. Haskell) can potentially have arbitrarily many of these cases.
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//
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// By design, Roc neither allows custom operators nor has any built-in operators with
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// the same precedence and different associativity, so this should never happen!
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panic!("BinOps had the same associativity, but different precedence. This should never happen!");
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}
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}
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}
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}
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}
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None => op_stack.push(next_op),
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};
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}
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}
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}
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for loc_op in op_stack.into_iter().rev() {
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let right = desugar_expr(arena, arg_stack.pop().unwrap());
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let left = desugar_expr(arena, arg_stack.pop().unwrap());
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let region = Region::span_across(&left.region, &right.region);
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let value = match loc_op.value {
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Pizza => {
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// Rewrite the Pizza operator into an Apply
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match &right.value {
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Apply(function, arguments, _called_via) => {
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let mut args = Vec::with_capacity_in(1 + arguments.len(), arena);
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args.push(left);
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for arg in arguments.iter() {
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args.push(arg);
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}
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let args = args.into_bump_slice();
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Apply(function, args, CalledVia::BinOp(Pizza))
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}
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expr => {
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// e.g. `1 |> (if b then (\a -> a) else (\c -> c))`
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let mut args = Vec::with_capacity_in(1, arena);
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args.push(left);
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let function = arena.alloc(Located {
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value: Nested(expr),
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region: right.region,
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});
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let args = args.into_bump_slice();
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Apply(function, args, CalledVia::BinOp(Pizza))
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}
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}
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}
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binop => {
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// This is a normal binary operator like (+), so desugar it
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// into the appropriate function call.
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let (module_name, ident) = binop_to_function(binop);
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let mut args = Vec::with_capacity_in(2, arena);
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args.push(left);
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args.push(right);
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let loc_expr = arena.alloc(Located {
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value: Expr::Var { module_name, ident },
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region: loc_op.region,
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});
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let args = args.into_bump_slice();
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Apply(loc_expr, args, CalledVia::BinOp(binop))
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}
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};
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arg_stack.push(arena.alloc(Located { region, value }));
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}
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assert_eq!(arg_stack.len(), 1);
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arg_stack.pop().unwrap()
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}
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#[derive(Debug, Clone, PartialEq)]
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enum InfixToken<'a> {
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Arg(&'a Located<Expr<'a>>),
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Op(Located<BinOp>),
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}
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/// An iterator that takes an expression that has had its operators grouped
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/// with _right associativity_, and yeilds a sequence of `InfixToken`s. This
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/// is useful for reparsing the operators with their correct associativies
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/// and precedences.
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///
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/// For example, the expression:
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///
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/// ```text
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/// (1 + (2 ^ (4 * (6 - 8))))
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/// ```
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///
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/// Will result in the following iterations:
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///
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/// ```text
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/// Arg: 1
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/// Op: +
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/// Arg: 2
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/// Op: ^
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/// Arg: 4
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/// Op: *
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/// Arg: 6
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/// Op: -
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/// Arg: 8
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/// ```
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struct Infixes<'a> {
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/// The next part of the expression that we need to flatten
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remaining_expr: Option<&'a Located<Expr<'a>>>,
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/// Cached operator from a previous iteration
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next_op: Option<Located<BinOp>>,
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}
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impl<'a> Infixes<'a> {
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fn new(expr: &'a Located<Expr<'a>>) -> Infixes<'a> {
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Infixes {
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remaining_expr: Some(expr),
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next_op: None,
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}
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}
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}
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impl<'a> Iterator for Infixes<'a> {
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type Item = InfixToken<'a>;
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fn next(&mut self) -> Option<InfixToken<'a>> {
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match self.next_op.take() {
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Some(op) => Some(InfixToken::Op(op)),
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None => self
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.remaining_expr
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.take()
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.map(|loc_expr| match loc_expr.value {
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Expr::BinOp((left, loc_op, right))
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| Expr::Nested(Expr::BinOp((left, loc_op, right))) => {
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self.remaining_expr = Some(right);
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self.next_op = Some(*loc_op);
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InfixToken::Arg(left)
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}
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_ => InfixToken::Arg(loc_expr),
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}),
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}
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}
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}
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