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@tabnas/abnf

v0.4.16

Published

ABNF grammar compiler for the tabnas parser.

Readme

@tabnas/abnf

ABNF grammar compiler for the tabnas parser.

Takes ABNF source (the RFC 5234 dialect: = and /, not ::=) and emits a tabnas GrammarSpec. Installed on an engine, the spec parses inputs in that grammar and builds a {rule, src, kids} AST. It can also emit "pure-data" jsonic and supports user actions. Ships the tabnas-abnf CLI.

Install

npm install @tabnas/parser @tabnas/abnf

Use

const { Tabnas } = require('@tabnas/parser')
const { abnf } = require('@tabnas/abnf')

const tn = new Tabnas({ plugins: [abnf] })
tn.abnf(`greet = "hi" / "hello"`)

tn.parse('hi') // => ({ rule: 'greet', src: 'hi', kids: [] })

Round-tripping

The integer-addition grammar shared with the engine README compiles to the same grammar that README builds by hand, and renders back out unchanged:

const { Tabnas } = require('@tabnas/parser')
const { abnf } = require('@tabnas/abnf')
const { Debug } = require('@tabnas/debug')

const GRAMMAR = `val = add
add = NR [ PL add ]

NR = <number>
PL = "+"`

const tn = new Tabnas({ plugins: [abnf] })
tn.abnf(GRAMMAR)
tn.use(Debug, { print: false })

tn.debug.model().abnf === GRAMMAR // => true

Two rules make that work. A production whose whole body is a single string literal (PL = "+") is a lexical definition, so it compiles to a named fixed token #PL rather than a rule. And RFC 5234 prose-val (NR = <number>) is informational: for a built-in lexer token it documents the terminal the lexer already provides and compiles to nothing. See the root README.

Left recursion

Left-recursive rules are accepted directly. A left-recursion pass (Paull's algorithm) rewrites direct (P = P a / b) and indirect recursion into P = b *(a), which the push-down engine runs without re-entering a rule at the same position:

const { Tabnas } = require('@tabnas/parser')
const { abnf } = require('@tabnas/abnf')

const tn = new Tabnas({ plugins: [abnf] })
tn.abnf(`
  expr = expr PL term / term
  term = NR
  PL   = "+"
`)

tn.parse('1+2+3').kids.map((k) => k.rule) // => ['term', 'term']

Because it is a rewrite, the tree is flat (no nested expr; the leading operand folds into the rule, so associativity is applied in an action, not read off the AST), and @ref alt actions on the rewritten branches are look-up-only; attach actions to the sub-rules instead. A purely left-recursive rule (no non-recursive branch) is an error, and a rewritten rule does not round-trip back to its left-recursive source. (PL = "+" compiles to a token, not a rule, so the operators are not among the children: only term is.) See concepts.md and the root README for the full details and caveats.

Documentation

Four-quadrant Diátaxis docs:

  • tutorial.md. Learning-oriented: zero to a working parser, step by step.
  • guide.md. Task-oriented recipes for real problems.
  • reference.md. The exact API surface and CLI flags.
  • concepts.md. How the compiler works and why.

CLI

tabnas-abnf -f grammar.abnf
tabnas-abnf 'g = "a"' --parse 'a'
tabnas-abnf -C 'greet = "hi"'   # compile to pure-data jsonic

License

MIT. Copyright (c) Richard Rodger.