Created
November 23, 2012 10:30
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Perl6で単純な命令列を実行するインタプリタ
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| use v6; | |
| role Value[::Type] { | |
| has Type $.value; | |
| has @.exp; | |
| multi method new (Type $v, @exp) { | |
| self.bless(*, value => $v, exp => @exp); | |
| } | |
| } | |
| role BinOp { | |
| method f ($p1, $p2) { ... } | |
| method apply ($v1, $v2) { | |
| return Value[Any].new(self.f($v1.value, $v2.value), [self, [$v1.exp], [$v2.exp]]); | |
| } | |
| } | |
| role Literal[::Type] { } | |
| constant Plus = (anon class Plus { method f (Int $p1, Int $p2) { $p1 + $p2 }}) but BinOp; | |
| constant Minus = (anon class Minus { method f (Int $p1, Int $p2) { $p1 - $p2 }}) but BinOp; | |
| constant Mult = (anon class Mult { method f (Int $p1, Int $p2) { $p1 * $p2 }}) but BinOp; | |
| constant Div = (anon class Div { method f (Int $p1, Int $p2) { $p1 / $p2 }}) but BinOp; | |
| constant And = (anon class And { method f (Bool $p1, Bool $p2) { $p1 && $p2 }}) but BinOp; | |
| constant Or = (anon class Or { method f (Bool $p1, Bool $p2) { $p1 || $p2 }}) but BinOp; | |
| constant IntLit = (anon class IntLit {}) but Literal[Int]; | |
| constant BoolLit = (anon class BoolLit {}) but Literal[Bool]; | |
| proto sub evaluate () {*} | |
| multi sub evaluate ([BinOp $op, $e1, $e2]) { | |
| my ($v1, $v2) = ((evaluate $e1), (evaluate $e2)); | |
| return $op.apply($v1, $v2); | |
| } | |
| multi sub evaluate ([Literal $t, $l]) { | |
| return Value[$l].new($l, [$t, $l]); | |
| } | |
| multi sub evaluate (*@_) { | |
| fail "Unknown instruction \"@_[0]\""; | |
| } | |
| say evaluate [Plus, [IntLit, 1], [IntLit, 2]]; | |
| say evaluate [And, [BoolLit, True], [Or, [BoolLit, False], [BoolLit, True]]]; | |
| # output: | |
| # % perl6 evaluate.pl | |
| # Value.new(value => 3, exp => Array.new(Plus+{BinOp}, [IntLit+{Literal}, 1], [IntLit+{Literal}, 2])) | |
| # Value.new(value => Bool::True, exp => Array.new(And+{BinOp}, [BoolLit+{Literal}, Bool::True], [Or+{BinOp}, [BoolLit+{Literal}, Bool::False], [BoolLit+{Literal}, Bool::True]])) | |
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