Rules / Operators / multiplicative

+< Skeleton

infix +<

+<
infixmultiplicative 7/27left-assocRaku++ runs this — 2 of 7 results differdocs.raku.org ↗

The rules for +< have not been written yet. Everything below is extracted rather than authored: the official documentation supplies the classification, and the interpreters were asked directly about the rest.

What is established #

Classification #

+< is parsed as an infix at the multiplicative precedence level, left-associative.

That is level 7 of 27 on the ladder, counting from the tightest. Operators sharing a level bind equally; grouping among them is decided by associativity alone.

Shares its precedence level with #

*, /, div, %, %%, mod, +&, +>, ~&, ~<, ~>, ?&, gcd, lcm.

These all bind equally tightly, so an expression mixing them groups by associativity alone.

What the interpreter said #

Raku++ parses this spelling. Asked to compile:

my $a = 6; my $b = 3; sink($a +< $b)

…it got through the parser. On its own that establishes very little: it says nothing about whether the construct executes, let alone whether the result is right. Where the behaviour table below exists, that is the stronger evidence — those expressions were actually run.

Covered upstream #

The official documentation has a section for this construct: docs.raku.org. Until the rules here are written, that is the better reference.

Observed behaviour #

Each expression below was executed by both interpreters when this page was built; the results are recorded, not written. The operands are chosen to cross the boundaries that catch people out: string against number, a list where a scalar was meant, a boolean, an undefined value, and an exact rational.

2 of 7 of these disagree between Raku++ and Rakudo — shown side by side below. A disagreement here is a defect report waiting to be written, not a documented rule.

ExpressionRaku++Rakudo
1 +< 2Int | 4
"a" +< "b"rejected by both — Parse error
1 +< "2"ERR Parse errorInt | 4
(1, 2) +< (3, 4, 5)Int | 16
True +< FalseERR Parse errorInt | 1
Nil +< 1Int | 0
1/2 +< 1/3Rat | 0