Awesome

Matcheroni & Parseroni

Matcheroni is a minimalist, zero-dependency, single-header C++20 library for doing pattern matching using Parsing Expression Grammars (PEGs). PEGs are similar to regular expressions, but both more and less powerful.

Parseroni is a companion single-header library that can capture the content of Matcheroni patterns and assemble them into concrete parse trees.

Together, Matcheroni and Parseroni generate tiny and fast parsers that are easy to customize and integrate into your existing codebase.

A tutorial for building a JSON parser in Matcheroni+Parseroni can be found here

Documentation for Matcheroni can be found here

Building the Matcheroni examples and tests

Install Ninja if you haven't already, then run ninja in the repo root. The test suite will run as part of the build process.

To rebuild the emscriptened tutorial, run "build -f build_docs.ninja" in the repo root.

See build.ninja for configuration options.

Performance

Matcheroni performance is going to depend heavily on the grammar you're parsing, but for comparisons against other libraries we can use the JSON parser from the tutorial. It's a straightforward translation of the JSON.org spec in about 100 lines of code and compiles down into ~10k of machine code in a few hundred milliseconds.

The benchmark in examples/json/json_benchmark.cpp parses the test files from nativejson-benchmark and rapidjson 100 times and reports the median parse time for each file and the sum of the medians for all test files.

When built with "-O3 -flto", the benchmark can parse the three test files from nativejson-benchmark in about 4.3 milliseconds on my Ryzen 5900x - competitive with most other native JSON parsers, though not quite apples-to-apples as Parseroni does not automatically convert numeric fields from text to doubles and it keeps parse state on the stack (meaning it can overflow if given malicious documents). Adding a quick-and-dirty atof() implementation slows things down to ~5.2 milliseconds.

When measuring parse rate in gigs/sec, the two leading libraries seem to be RapidJSON and simdjson. Matcheroni can't really match their performance, but it doesn't do too bad:

So if you're parsing JSON and really need performance, use simdjson. Matcheroni is fast enough for most use cases, but it's never going to beat SIMD.

Caveats

Matcheroni requires C++20, which is a non-starter for some projects. There's not a lot I can do about that, as I'm heavily leveraging some newish template stuff that doesn't have any backwards-compatible equivalents.

Like parsing expression grammars, matchers are greedy - Seq<Some<Atom<'a'>>, Atom<'a'>> will always fail as Some<Atom<'a'>> leaves no 'a's behind for the second Atom<'a'> to match.

Matcheroni does not implement any form of packrat parsing, though it could be added on top. Trying to do operator-precedence parsing using the precedence-climbing method will be unbearably slow due to the huge number of recursive calls that don't end up matching anything.

Recursive matchers create recursive code that can explode your call stack.

Left-recursive matchers can get stuck in an infinite loop - this is true with most versions of Parsing Expression Grammars, it's a fundamental limitation of the algorithm.

A Particularly Large Matcheroni Pattern

Here's the code I use to match C99 integers, plus a few additions from the C++ spec and the GCC extensions.

Note that it consists of 20 using declarations and the only actual "code" is return integer_constant::match(ctx, body);

If you follow along in Appendix A of the C99 spec, you'll see it lines up quite closely.

TextSpan match_int(TextMatchContext& ctx, TextSpan body) {
  // clang-format off
  using digit                = Range<'0', '9'>;
  using nonzero_digit        = Range<'1', '9'>;

  using decimal_constant     = Seq<nonzero_digit, Any<ticked<digit>>>;

  using hexadecimal_prefix         = Oneof<Lit<"0x">, Lit<"0X">>;
  using hexadecimal_digit          = Ranges<'0','9','a','f','A','F'>;
  using hexadecimal_digit_sequence = Seq<hexadecimal_digit, Any<ticked<hexadecimal_digit>>>;
  using hexadecimal_constant       = Seq<hexadecimal_prefix, hexadecimal_digit_sequence>;

  using binary_prefix         = Oneof<Lit<"0b">, Lit<"0B">>;
  using binary_digit          = Atom<'0','1'>;
  using binary_digit_sequence = Seq<binary_digit, Any<ticked<binary_digit>>>;
  using binary_constant       = Seq<binary_prefix, binary_digit_sequence>;

  using octal_digit        = Range<'0', '7'>;
  using octal_constant     = Seq<Atom<'0'>, Any<ticked<octal_digit>>>;

  using unsigned_suffix        = Atom<'u', 'U'>;
  using long_suffix            = Atom<'l', 'L'>;
  using long_long_suffix       = Oneof<Lit<"ll">, Lit<"LL">>;
  using bit_precise_int_suffix = Oneof<Lit<"wb">, Lit<"WB">>;

  // This is begin little odd because we have to match in longest-suffix-first order
  // to ensure we capture the entire suffix
  using integer_suffix = Oneof<
    Seq<unsigned_suffix,  long_long_suffix>,
    Seq<unsigned_suffix,  long_suffix>,
    Seq<unsigned_suffix,  bit_precise_int_suffix>,
    Seq<unsigned_suffix>,

    Seq<long_long_suffix,       Opt<unsigned_suffix>>,
    Seq<long_suffix,            Opt<unsigned_suffix>>,
    Seq<bit_precise_int_suffix, Opt<unsigned_suffix>>
  >;

  // GCC allows i or j in addition to the normal suffixes for complex-ified types :/...
  using complex_suffix = Atom<'i', 'j'>;

  // Octal has to be _after_ bin/hex so we don't prematurely match the prefix
  using integer_constant =
  Seq<
    Oneof<
      decimal_constant,
      hexadecimal_constant,
      binary_constant,
      octal_constant
    >,
    Seq<
      Opt<complex_suffix>,
      Opt<integer_suffix>,
      Opt<complex_suffix>
    >
  >;

  return integer_constant::match(ctx, body);
  // clang-format on
}