Second half of my two part series on interpreters. In this, I demonstrate how easy it is to write a very basic maths sum interpreter, including a live demo of adding a new language feature!
17. @asgrim
Order tokens by operator precedence
if ($token->isOperator()) {
$tokenPrecedence = self::$operatorPrecedence[$token->getToken()];
while (
count($operators)
&& self::$operatorPrecedence[$operators[count($operators) - 1]->getToken()]
> $tokenPrecedence
) {
$higherOp = array_pop($operators);
$stack[] = $higherOp;
}
$operators[] = $token;
next($tokens);
continue;
}
18. @asgrim
Order tokens by operator precedence
if ($token->isOperator()) {
$tokenPrecedence = self::$operatorPrecedence[$token->getToken()];
while (
count($operators)
&& self::$operatorPrecedence[$operators[count($operators) - 1]->getToken()]
> $tokenPrecedence
) {
$higherOp = array_pop($operators);
$stack[] = $higherOp;
}
$operators[] = $token;
next($tokens);
continue;
}
19. @asgrim
Order tokens by operator precedence
if ($token->isOperator()) {
$tokenPrecedence = self::$operatorPrecedence[$token->getToken()];
while (
count($operators)
&& self::$operatorPrecedence[$operators[count($operators) - 1]->getToken()]
> $tokenPrecedence
) {
$higherOp = array_pop($operators);
$stack[] = $higherOp;
}
$operators[] = $token;
next($tokens);
continue;
}
20. @asgrim
Order tokens by operator precedence
if ($token->isOperator()) {
$tokenPrecedence = self::$operatorPrecedence[$token->getToken()];
while (
count($operators)
&& self::$operatorPrecedence[$operators[count($operators) - 1]->getToken()]
> $tokenPrecedence
) {
$higherOp = array_pop($operators);
$stack[] = $higherOp;
}
$operators[] = $token;
next($tokens);
continue;
}
21. @asgrim
Order tokens by operator precedence
// Clean up by moving any remaining operators onto the token stack
while (count($operators)) {
$stack[] = array_pop($operators);
}
return $stack;