| Function | Description |
lpeglabel.T (l) |
Throws a label l to signal an error |
lpeglabel.Rec (p1, p2, l1 [, l2, ..., ln]) |
Specifies a recovery pattern p2 for p1,
when the matching of p1 gives one of the labels l1, ..., ln. |
%{l} |
Syntax of relabel module. Equivalent to lpeglabel.T(l)
|
p1 //{l1 [, l2, ..., ln} p2 |
Syntax of relabel module. Equivalent to lpeglabel.Rec(p1, p2, l1, ..., ln)
|
relabel.calcline(subject, i) |
Calculates line and column information regarding position i of the subject |
relabel.setlabels (tlabel) |
Allows to specicify a table with mnemonic labels. |
lpeglabel.T(l)
Returns a pattern that throws the label `l`.
A label must be an integer between 1 and 255.
#### lpeglabel.Rec(p1, p2, l1, ..., ln)
Returns a *recovery pattern*.
If the matching of `p1` gives one of the labels `l1, ..., ln`,
then the matching of `p2` is tried from the failure position of `p1`.
Otherwise, the result of the matching of `p1` is the pattern's result.
#### %{l}
Syntax of *relabel* module. Equivalent to `lpeg.T(l)`.
#### p1 //{l1, ..., ln} p2
Syntax of *relabel* module. Equivalent to `lpeglabel.Rec(p1, p2, l1, ..., ln)`.
The `//{}` operator is left-associative.
#### relabel.calcline (subject, i)
Returns line and column information regarding position i of the subject.
#### relabel.setlabels (tlabel)
Allows to specicify a table with labels. They keys of
`tlabel` must be integers between 1 and 255,
and the associated values should be strings.
### Examples
Below there a few examples of usage of LPegLabel.
The code of these and of other examples is available
in the *examples* directory.
#### Matching a list of identifiers separated by commas
The following example defines a grammar that matches
a list of identifiers separated by commas. A label
is thrown when there is an error matching an identifier
or a comma.
We use function `newError` to store error messages in a
table and to return the index associated with each error message.
```lua
local m = require'lpeglabel'
local re = require'relabel'
local terror = {}
local function newError(s)
table.insert(terror, s)
return #terror
end
local errUndef = newError("undefined")
local errId = newError("expecting an identifier")
local errComma = newError("expecting ','")
local g = m.P{
"S",
S = m.V"Id" * m.V"List",
List = -m.P(1) + (m.V"Comma" + m.T(errComma)) * (m.V"Id" + m.T(errId)) * m.V"List",
Id = m.V"Sp" * m.R'az'^1,
Comma = m.V"Sp" * ",",
Sp = m.S" \n\t"^0,
}
function mymatch (g, s)
local r, e, sfail = g:match(s)
if not r then
local line, col = re.calcline(s, #s - #sfail)
local msg = "Error at line " .. line .. " (col " .. col .. "): "
return r, msg .. terror[e] .. " before '" .. sfail .. "'"
end
return r
end
print(mymatch(g, "one,two")) --> 8
print(mymatch(g, "one two")) --> nil Error at line 1 (col 3): expecting ',' before ' two'
print(mymatch(g, "one,\n two,\nthree,")) --> nil Error at line 3 (col 6): expecting an identifier before ''
```
In this example we could think about writing rule List as follows:
```lua
List = ((m.V"Comma" + m.T(errComma)) * (m.V"Id" + m.T(errId)))^0,
```
but when matching this expression against the end of input
we would get a failure whose associated label would be **errComma**,
and this would cause the failure of the *whole* repetition.
#### Error Recovery
By using the `Rec` function we can specify a recovery pattern that
should be matched when a label is thrown. After matching the recovery
pattern, and possibly recording the error, the parser will resume
the regular matching. For example, in the example below
we expect to match rule `A`, but when a failure occur the label 42
is thrown and then we will try to match the recovery pattern `recp`:
```lua
local m = require'lpeglabel'
local recp = m.P"oast"
local g = m.P{
"S",
S = m.Rec(m.V"A", recp, 42) * ".",
A = m.P"t" * (m.P"est" + m.T(42))
}
print(g:match("test.")) --> 6
print(g:match("toast.")) --> 7
print(g:match("oast.")) --> nil 0 oast.
print(g:match("toward.")) --> nil 0 ward.
```
When trying to match subject 'toast.', in rule `A` the first
't' is matched, then the matching of `m.P"est"` fails and label 42
is thrown, with the associated inpux suffix 'oast.'. In rule
`S` label 42 is caught and the recovery pattern matches 'oast',
so pattern `'.'` matches the rest of the input.
When matching subject 'oast.', pattern `m.P"t"` fails, and
the result of the matching is nil, 0, oast..
When matching 'toward.', label 42 is thrown after matching 't',
with the associated input suffix 'oward.'. As the matching of the
recovery pattern fails, the result is nil, 0, ward..
Usually, the recovery pattern is an expression that does not fail.
In the previous example, we could have used `(m.P(1) - m.P".")^0`
as the recovery pattern.
Below we rewrite the grammar that describes a list of identifiers
to use a recovery strategy. Grammar `g` remains the same, but we add a
recovery grammar `grec` that handles the labels thrown by `g`.
In grammar `grec` we use functions `record` and `sync`.
Function `record`, plus function `recorderror`, will help
us to save the input position where a label was thrown,
while function `sync` will give us a synchronization pattern,
that consumes the input while is not possible to match a given
pattern `p`.
When the matching of an identifier fails, a defaul value ('NONE')
is provided.
```lua
local m = require'lpeglabel'
local re = require'relabel'
local terror = {}
local function newError(s)
table.insert(terror, s)
return #terror
end
local errUndef = newError("undefined")
local errId = newError("expecting an identifier")
local errComma = newError("expecting ','")
local id = m.R'az'^1
local g = m.P{
"S",
S = m.V"Id" * m.V"List",
List = -m.P(1) + m.V"Comma" * m.V"Id" * m.V"List",
Id = m.V"Sp" * id + m.T(errId),
Comma = m.V"Sp" * "," + m.T(errComma),
Sp = m.S" \n\t"^0,
}
local subject, errors
function recorderror(pos, lab)
local line, col = re.calcline(subject, pos)
table.insert(errors, { line = line, col = col, msg = terror[lab] })
end
function record (lab)
return (m.Cp() * m.Cc(lab)) / recorderror
end
function sync (p)
return (-p * m.P(1))^0
end
local grec = m.P{
"S",
S = m.Rec(m.Rec(g, m.V"ErrComma", errComma), m.V"ErrId", errId),
ErrComma = record(errComma) * sync(id),
ErrId = record(errId) * sync(m.P",")
}
function mymatch (g, s)
errors = {}
subject = s
local r, e, sfail = g:match(s)
if #errors > 0 then
local out = {}
for i, err in ipairs(errors) do
local msg = "Error at line " .. err.line .. " (col " .. err.col .. "): " .. err.msg
table.insert(out, msg)
end
return nil, table.concat(out, "\n") .. "\n"
end
return r
end
print(mymatch(grec, "one,two"))
-- Captures (separated by ';'): one; two;
-- Syntactic errors found: 0
print(mymatch(grec, "one two three"))
-- Captures (separated by ';'): one; two; three;
-- Syntactic errors found: 2
-- Error at line 1 (col 4): expecting ','
-- Error at line 1 (col 8): expecting ','
print(mymatch(grec, "1,\n two, \n3,"))
-- Captures (separated by ';'): NONE; two; NONE; NONE;
-- Syntactic errors found: 3
-- Error at line 1 (col 1): expecting an identifier
-- Error at line 2 (col 6): expecting an identifier
-- Error at line 3 (col 2): expecting an identifier
print(mymatch(grec, "one\n two123, \nthree,"))
-- Captures (separated by ';'): one; two; three; NONE;
-- Syntactic errors found: 3
-- Error at line 2 (col 1): expecting ','
-- Error at line 2 (col 5): expecting ','
-- Error at line 3 (col 6): expecting an identifier
```
##### *relabel* syntax
Below we describe again a grammar that matches a list of identifiers,
now using the syntax supported by *relabel*, where `//{}` is the
recovery operator, and `%{}` is the throw operator:
```lua
local re = require 'relabel'
local errinfo = {
{"errUndef", "undefined"},
{"errId", "expecting an identifier"},
{"errComma", "expecting ','"},
}
local errmsgs = {}
local labels = {}
for i, err in ipairs(errinfo) do
errmsgs[i] = err[2]
labels[err[1]] = i
end
re.setlabels(labels)
local g = re.compile[[
S <- Id List
List <- !. / Comma Id List
Id <- Sp {[a-z]+} / %{errId}
Comma <- Sp ',' / %{errComma}
Sp <- %s*
]]
local errors
function recorderror (subject, pos, label)
local line, col = re.calcline(subject, pos)
table.insert(errors, { line = line, col = col, msg = errmsgs[labels[label]] })
return true
end
function sync (p)
return '( !(' .. p .. ') .)*'
end
local grec = re.compile(
"S <- %g //{errComma} ErrComma //{errId} ErrId" .. "\n" ..
"ErrComma <- ('' -> 'errComma' => recorderror) " .. sync('[a-z]+') .. "\n" ..
"ErrId <- ('' -> 'errId' => recorderror) " .. sync('","') .. "-> default"
, {g = g, recorderror = recorderror, default = "NONE"}
)
function mymatch (g, s)
errors = {}
subject = s
io.write("Input: ", s, "\n")
local r = { g:match(s) }
io.write("Captures (separated by ';'): ")
for k, v in pairs(r) do
io.write(v .. "; ")
end
io.write("\nSyntactic errors found: " .. #errors)
if #errors > 0 then
io.write("\n")
local out = {}
for i, err in ipairs(errors) do
local msg = "Error at line " .. err.line .. " (col " .. err.col .. "): " .. err.msg
table.insert(out, msg)
end
io.write(table.concat(out, "\n"))
end
print("\n")
return r
end
print(mymatch(grec, "one,two"))
-- Captures (separated by ';'): one; two;
-- Syntactic errors found: 0
print(mymatch(grec, "one two three"))
-- Captures (separated by ';'): one; two; three;
-- Syntactic errors found: 2
-- Error at line 1 (col 4): expecting ','
-- Error at line 1 (col 8): expecting ','
print(mymatch(grec, "1,\n two, \n3,"))
-- Captures (separated by ';'): NONE; two; NONE; NONE;
-- Syntactic errors found: 3
-- Error at line 1 (col 1): expecting an identifier
-- Error at line 2 (col 6): expecting an identifier
-- Error at line 3 (col 2): expecting an identifier
print(mymatch(grec, "one\n two123, \nthree,"))
-- Captures (separated by ';'): one; two; three; NONE;
-- Syntactic errors found: 3
-- Error at line 2 (col 1): expecting ','
-- Error at line 2 (col 5): expecting ','
-- Error at line 3 (col 6): expecting an identifier
```
#### Arithmetic Expressions
Here's an example of an LPegLabel grammar that matches an expression.
We have used a function `expect`, that takes a pattern `patt` and a label as
parameters and builds a new pattern that throws this label when `patt`
fails.
When a subexpression is syntactically invalid, a default value of 1000
is provided by the recovery pattern, so the evaluation of an expression
should always produce a numeric value.
In this example, we can see that it may be a tedious and error prone
task to build manually the recovery grammar `grec`. In the next example
we will show how to build the recovery grammar in a more automatic way.
```lua
local m = require"lpeglabel"
local re = require"relabel"
local labels = {
{"ExpTermFirst", "expected an expression"},
{"ExpTermOp", "expected a term after the operator"},
{"MisClose", "missing a closing ')' after the expression"},
}
local function labelindex(labname)
for i, elem in ipairs(labels) do
if elem[1] == labname then
return i
end
end
error("could not find label: " .. labname)
end
local errors, subject
local function expect(patt, labname)
local i = labelindex(labname)
return patt + m.T(i)
end
local num = m.R("09")^1 / tonumber
local op = m.S("+-")
local function compute(tokens)
local result = tokens[1]
for i = 2, #tokens, 2 do
if tokens[i] == '+' then
result = result + tokens[i+1]
elseif tokens[i] == '-' then
result = result - tokens[i+1]
else
error('unknown operation: ' .. tokens[i])
end
end
return result
end
local g = m.P {
"Exp",
Exp = m.Ct(m.V"OperandFirst" * (m.C(op) * m.V"Operand")^0) / compute,
OperandFirst = expect(m.V"Term", "ExpTermFirst"),
Operand = expect(m.V"Term", "ExpTermOp"),
Term = num + m.V"Group",
Group = "(" * m.V"Exp" * expect(")", "MisClose"),
}
function recorderror(pos, lab)
local line, col = re.calcline(subject, pos)
table.insert(errors, { line = line, col = col, msg = labels[lab][2] })
end
function record (labname)
return (m.Cp() * m.Cc(labelindex(labname))) / recorderror
end
function sync (p)
return (-p * m.P(1))^0
end
function defaultValue (p)
return p or m.Cc(1000)
end
local grec = m.P {
"S",
S = m.Rec(m.V"A", m.V"ErrExpTermFirst", labelindex("ExpTermFirst")),
A = m.Rec(m.V"Sg", m.V"ErrExpTermOp", labelindex("ExpTermOp")),
Sg = m.Rec(g, m.V"ErrMisClose", labelindex("MisClose")),
ErrExpTermFirst = record("ExpTermFirst") * sync(op + ")") * defaultValue(),
ErrExpTermOp = record("ExpTermOp") * sync(op + ")") * defaultValue(),
ErrMisClose = record("MisClose") * sync(m.P")") * defaultValue(m.P""),
}
local function eval(input)
errors = {}
io.write("Input: ", input, "\n")
subject = input
local result, label, suffix = grec:match(input)
io.write("Syntactic errors found: " .. #errors, "\n")
if #errors > 0 then
local out = {}
for i, err in ipairs(errors) do
local pos = err.col
local msg = err.msg
table.insert(out, "syntax error: " .. msg .. " (at index " .. pos .. ")")
end
print(table.concat(out, "\n"))
end
io.write("Result = ")
return result
end
print(eval "90-70-(5)+3")
-- Syntactic errors found: 0
-- Result = 18
print(eval "15+")
-- Syntactic errors found: 1
-- syntax error: expected a term after the operator (at index 3)
-- Result = 1015
print(eval "-2")
-- Syntactic errors found: 1
-- syntax error: expected an expression (at index 1)
-- Result = 998
print(eval "1+()+")
-- Syntactic errors found: 2
-- syntax error: expected an expression (at index 4)
-- syntax error: expected a term after the operator (at index 5)
-- Result = 2001
print(eval "1+(")
-- Syntactic errors found: 2
-- syntax error: expected an expression (at index 3)
-- syntax error: missing a closing ')' after the expression (at index 3)
-- Result = 1001
print(eval "3)")
-- Syntactic errors found: 0
-- Result = 3
```
#### Automatically Building the Recovery Grammar
Below we rewrite the previous example to automatically
build the recovery grammar based on information provided
by the user for each label (error message, recovery pattern, etc).
In the example below we also throw an error when the grammar
does not match the whole subject.
```lua
local m = require"lpeglabel"
local re = require"relabel"
local num = m.R("09")^1 / tonumber
local op = m.S("+-")
local labels = {}
local nlabels = 0
local function newError(lab, msg, psync, pcap)
nlabels = nlabels + 1
psync = psync or m.P(-1)
pcap = pcap or m.P""
labels[lab] = { id = nlabels, msg = msg, psync = psync, pcap = pcap }
end
newError("ExpTermFirst", "expected an expression", op + ")", m.Cc(1000))
newError("ExpTermOp", "expected a term after the operator", op + ")", m.Cc(1000))
newError("MisClose", "missing a closing ')' after the expression", m.P")")
newError("Extra", "extra characters found after the expression")
local errors, subject
local function expect(patt, labname)
local i = labels[labname].id
return patt + m.T(i)
end
local function compute(tokens)
local result = tokens[1]
for i = 2, #tokens, 2 do
if tokens[i] == '+' then
result = result + tokens[i+1]
elseif tokens[i] == '-' then
result = result - tokens[i+1]
else
error('unknown operation: ' .. tokens[i])
end
end
return result
end
local g = m.P {
"Exp",
Exp = m.Ct(m.V"OperandFirst" * (m.C(op) * m.V"Operand")^0) / compute,
OperandFirst = expect(m.V"Term", "ExpTermFirst"),
Operand = expect(m.V"Term", "ExpTermOp"),
Term = num + m.V"Group",
Group = "(" * m.V"Exp" * expect(")", "MisClose"),
}
function recorderror(pos, lab)
local line, col = re.calcline(subject, pos)
table.insert(errors, { line = line, col = col, msg = labels[lab].msg })
end
function record (labname)
return (m.Cp() * m.Cc(labname)) / recorderror
end
function sync (p)
return (-p * m.P(1))^0
end
function defaultValue (p)
return p or m.Cc(1000)
end
local grec = g * expect(m.P(-1), "Extra")
for k, v in pairs(labels) do
grec = m.Rec(grec, record(k) * sync(v.psync) * v.pcap, v.id)
end
local function eval(input)
errors = {}
io.write("Input: ", input, "\n")
subject = input
local result, label, suffix = grec:match(input)
io.write("Syntactic errors found: " .. #errors, "\n")
if #errors > 0 then
local out = {}
for i, err in ipairs(errors) do
local pos = err.col
local msg = err.msg
table.insert(out, "syntax error: " .. msg .. " (at index " .. pos .. ")")
end
print(table.concat(out, "\n"))
end
io.write("Result = ")
return result
end
print(eval "90-70-(5)+3")
-- Syntactic errors found: 0
-- Result = 18
print(eval "15+")
-- Syntactic errors found: 1
-- syntax error: expected a term after the operator (at index 3)
-- Result = 1015
print(eval "-2")
-- Syntactic errors found: 1
-- syntax error: expected an expression (at index 1)
-- Result = 998
print(eval "1+()+")
-- Syntactic errors found: 2
-- syntax error: expected an expression (at index 4)
-- syntax error: expected a term after the operator (at index 5)
-- Result = 2001
print(eval "1+(")
-- Syntactic errors found: 2
-- syntax error: expected an expression (at index 3)
-- syntax error: missing a closing ')' after the expression (at index 3)
-- Result = 1001
print(eval "3)")
-- Syntactic errors found: 1
-- syntax error: extra characters found after the expression (at index 2)
-- Result = 3
```