### A simple calculator

After a long struggle with some wildly inefficient algorithms, I've given up on Parsnip's more exotic parse strategies. Unfortunately, this means my long held goal of allowing left-recursion is out. To keep Parsnip user code readable (by avoiding left-factoring) I just wrote the OpTableParser class, which implements operator precedence parsing. The syntax of operator parsing is a bit funky, but not so mysterious if you keep in mind that *infix_left* returns an OpTableParser pointer. For an example, here's a parser/evaluator for simple mathematical expressions.

double multiply(double x, double y) { return x*y; }

double add(double x, double y) { return x+y; }

double subtract(double x, double y) { return x-y; }

double divide(double x, double y) { return x/y; }

// Our parser will accept a string and return a double

typedef Parser<string, double>::type NumParser;

// Here is the new operator precedence parser

// The infix_left method accepts an operator string, its precedence and

// an associate reducer function

NumParser ops = op_table(real)

->infix_left("+", 10, add)

->infix_left("-", 10, subtract)

->infix_left("*", 20, multiply)

->infix_left("/", 20, divide);

Our parser will return a double if it succeeds. The returned value, along

with any error info, will be stored in a ParseResult object

ParseResult<double> result;

result = parse("3+4*2", ops);

if (result.parse_finished())

{

std::cout << parse.data();

}

//First we need some functions to evaluate our mathematical expressions