This namespace provides an API for building rules out of the matchers and
matcher combinators declared in emmy.pattern.match
, along with a series of
combinators for building advanced term-rewriting systems.
This namespace provides an API for building rules out of the matchers and matcher combinators declared in [[emmy.pattern.match]], along with a series of combinators for building advanced term-rewriting systems.
Predicate that fails for all inputs.
Predicate that fails for all inputs.
Convenient predicate that always passes.
Convenient predicate that always passes.
(as-attempt r)
Marks the supplied rule as an 'attempt' rule that won't fail.
Marks the supplied rule as an 'attempt' rule that won't fail.
(attempt r)
Takes a rule r
and returns a new rule that return either (r data)
if r
is
successful, or its original input on failure.
NOTE that the returned rule will never fail! This makes it inappropriate to
use with choice
, for example, if you expect any rule supplied after this
one to ever be matched. attempt
rules are great choices for the final rule
passed to choice
, however.
Takes a rule `r` and returns a new rule that return either `(r data)` if `r` is successful, or its original input on failure. NOTE that the returned rule will never fail! This makes it inappropriate to use with [[choice]], for example, if you expect any rule supplied after this one to ever be matched. [[attempt]] rules are great choices for the final rule passed to [[choice]], however.
(attempt? r)
Returns true
if r
was marked as an 'attempt' rule, i.e., a rule that will
never fail, but return its input on a failed match.
Returns `true` if `r` was marked as an 'attempt' rule, i.e., a rule that will never fail, but return its input on a failed match.
(bottom-up the-rule)
Given some rule the-rule
, returns a new rule that accepts potentially nested
data
and applies the-rule
to all subexpressions in depth-first order, from
the leaves on up.
The transformation is applied a single time to all subexpressions.
See iterated-bottom-up
for a version that will iterate to convergence.
Given some rule `the-rule`, returns a new rule that accepts potentially nested `data` and applies `the-rule` to all subexpressions in depth-first order, from the leaves on up. The transformation is applied a single time to all subexpressions. See [[iterated-bottom-up]] for a version that will iterate to convergence.
(branch r succeed-r fail-r)
Takes a rule r
and returns a new rule that calls r
with its input.
The returned rule returns:
(succeed-r (r data)) if
(r data)` is successful,Takes a rule `r` and returns a new rule that calls `r` with its input. The returned rule returns: - `(succeed-r (r data)) if `(r data)` is successful, - `(fail-r data) otherwise.
(choice)
(choice r)
(choice r & rs)
Accepts any number of rules
and returns a new rule
that attempts to apply
each rule in rules
to its input data. Returns the first non-failing rule's
result, or failure
if no rule succeeds.
NOTE: The zero-arity (choice)
returns fail
, a rule that fails for any
input.
See choice*
for an identical function that accepts an explicit sequence.
Accepts any number of `rules` and returns a new `rule` that attempts to apply each rule in `rules` to its input data. Returns the first non-failing rule's result, or `failure` if no rule succeeds. NOTE: The zero-arity `(choice)` returns [[fail]], a rule that fails for any input. See [[choice*]] for an identical function that accepts an explicit sequence.
(choice* rules)
Identical to the multi-arity choice
, but accepts an explicit sequence.
Identical to the multi-arity [[choice]], but accepts an explicit sequence.
(consequence form)
Accepts a skeleton expression form
and returns a function from a pattern
matcher's binding map to a data structure of identical shape to skel
, with:
?x
replaced by their entries in the
binding map??x
or $$x
,
with the added note that these will be spliced inunquote
or unquote-splicing
forms respected.Compared to template
, these two forms are equivalent:
(fn [m] (template m <form>))
(consequence <form>)
Accepts a skeleton expression `form` and returns a function from a pattern matcher's binding map to a data structure of identical shape to `skel`, with: - all variable binding forms like `?x` replaced by their entries in the binding map - same with any segment or reverse-segment binding form like `??x` or `$$x`, with the added note that these will be spliced in - any `unquote` or `unquote-splicing` forms respected. Compared to [[template]], these two forms are equivalent: ```clojure (fn [m] (template m <form>)) (consequence <form>) ```
(fail _)
Rule that always fails with an explicit failure
, no matter the input.
Rule that always fails with an explicit `failure`, no matter the input.
(failed? x)
(failed? ??)
(quote ([x]))
Returns true if x
is equivalent to the failure sentinel failure
, false
otherwise.
Returns true if `x` is equivalent to the failure sentinel [[failure]], false otherwise.
Singleton object representing the failure of a matcher to match its input.
Check for failure with failed?
Singleton object representing the failure of a matcher to match its input. Check for failure with [[failed?]]
(fixed-point r)
Takes a rule r
and returns a new rule that applies r
to data
iteratively
until (= input (r input)).
Takes a rule `r` and returns a new rule that applies `r` to `data` iteratively until (= input (r input)).
(guard f r)
Takes a predicate function f
and a rule r
, and returns a new rule that will
return (r data)
if (f data)
is true, fail otherwise.
Takes a predicate function `f` and a rule `r`, and returns a new rule that will return `(r data)` if `(f data)` is true, fail otherwise.
(iterated r)
Similar to clojure.core/iterate
for rule application.
Takes a rule r
and returns a new rule that will return the last non-failing
result of the sequence [data (r data) (r (r data)) ...]
This might be data
itself if r
fails on first application. This means that
the returned rule will never fail.
Similar to `clojure.core/iterate` for rule application. Takes a rule `r` and returns a new rule that will return the last non-failing result of the sequence `[data (r data) (r (r data)) ...]` This might be `data` itself if `r` fails on first application. This means that the returned rule will never fail.
(iterated-bottom-up the-rule)
Version of bottom-up
that iterates on each subexpression to convergence
before each subexpression returns. Any change in a subexpression triggers a
new iterated-bottom-up replacement of that subexpression.
The returned rule keeps an internal memoization cache and will return immediately for subexpressions it's seen before.
Version of [[bottom-up]] that iterates on each subexpression to convergence before each subexpression returns. Any change in a subexpression triggers a new iterated-bottom-up replacement of that subexpression. The returned rule keeps an internal memoization cache and will return immediately for subexpressions it's seen before.
(iterated-top-down the-rule)
Version of top-down
that iterates on each subexpression to convergence
before each subexpression returns. Any change in a subexpression triggers a
new iterated-top-down replacement of that subexpression.
The returned rule keeps an internal memoization cache and will return immediately for subexpressions it's seen before.
Version of [[top-down]] that iterates on each subexpression to convergence before each subexpression returns. Any change in a subexpression triggers a new iterated-top-down replacement of that subexpression. The returned rule keeps an internal memoization cache and will return immediately for subexpressions it's seen before.
(n-times n r)
Returns a rule that applies the rule r
iteratively n
times to the input
data, failing if any application fails.
For example, these forms are equivalent, except that the n-times
version
will fail immediately if any application fails vs passing on its failure:
(n-times 3 my-rule)
(fn [data]
(my-rule (my-rule (my-rule data))))
Returns a rule that applies the rule `r` iteratively `n` times to the input data, failing if any application fails. For example, these forms are equivalent, except that the [[n-times]] version will fail immediately if any application fails vs passing on its failure: ```clojure (n-times 3 my-rule) (fn [data] (my-rule (my-rule (my-rule data)))) ```
(pass data)
Rule that always succeeds by returning its input data unchanged.
Rule that always succeeds by returning its input data unchanged.
(pattern form)
(pattern form pred)
Takes an unevaluated pattern form (or matcher combinator) and an optional
predicate pred
, and returns a matcher appropriate for passing to rule*
.
Takes an unevaluated pattern form (or matcher combinator) and an optional predicate `pred`, and returns a matcher appropriate for passing to [[rule*]].
(pattern* form)
(pattern* form pred)
Builds the pattern portion of a rule from the supplied pattern form or matcher
combinator and optional predicate pred
.
See emmy.pattern.syntax
for the allowed syntax pattern, or emmy.pattern.match
for details on matcher combinators.
See match/matcher
for more detailed documentation.
Builds the pattern portion of a rule from the supplied pattern form or matcher combinator and optional predicate `pred`. See [[emmy.pattern.syntax]] for the allowed syntax pattern, or [[emmy.pattern.match]] for details on matcher combinators. See [[match/matcher]] for more detailed documentation.
(pipe)
(pipe r)
(pipe r & rs)
Accepts any number of rules
and returns a new rule
that attempts to pipe
its input data
through each rule in rules
. Only succeeds if every rule
succeeds on the previous rule's successful output.
NOTE: The zero-arity (pipe)
returns pass
, a rule that succeeds for any
input by returning the input unchanged.
See pipe*
for an identical function that accepts an explicit sequence.
Accepts any number of `rules` and returns a new `rule` that attempts to pipe its input `data` through each rule in `rules`. Only succeeds if every rule succeeds on the previous rule's successful output. NOTE: The zero-arity `(pipe)` returns [[pass]], a rule that succeeds for any input by returning the input unchanged. See [[pipe*]] for an identical function that accepts an explicit sequence.
(pipe* rules)
Identical to the multi-arity pipe
, but accepts an explicit sequence.
Identical to the multi-arity [[pipe]], but accepts an explicit sequence.
(predicate f)
Returns a rule that will pass its input data on unchanged if (f data)
returns
true and fail otherwise.
Returns a rule that will pass its input data on unchanged if `(f data)` returns true and fail otherwise.
(return x)
Returns a rule that matches any input and always returns x
.
Returns a rule that matches any input and always returns `x`.
(rule pattern consequent-fn)
(rule pattern pred skeleton)
Accepts either:
emmy.pattern.syntax
and a consequence
function from binding map => failure or return form, orAnd returns a rule. A rule is a function from some data object to either
failure
singleton (test for this with failed?
), orIn the 2-argument case, you must provide an explicit function of the binding
map. A return of failure
, nil
or false
will cause the whole rule to
fail. To successfully return nil
or false
, wrap the result in succeed
.
Notes for the 3-argument case:
If the predicate returns nil
, false
or failure
, the rule fails.
The predicate can succeed by returning anything else. If the return value is a map, the rule will call the consequence function with this map merged in to the bindings.
the third form is a consequence 'skeleton' instead of an explicit function
See consequence
for details.
Accepts either: - A pattern written using the syntax from `emmy.pattern.syntax` and a consequence function from binding map => failure or return form, or - A pattern, predicate and a consequence _skeleton_, And returns a rule. A rule is a function from some data object to either - A special `failure` singleton (test for this with [[failed?]]), or - A successful transformation provided by a consequence function. In the 2-argument case, you must provide an explicit function of the binding map. A return of `failure`, `nil` or `false` will cause the whole rule to fail. To successfully return `nil` or `false`, wrap the result in [[succeed]]. Notes for the 3-argument case: - If the predicate returns `nil`, `false` or `failure`, the rule fails. - The predicate can succeed by returning anything else. If the return value is a map, the rule will call the consequence function with this map merged in to the bindings. - the third form is a consequence 'skeleton' instead of an explicit function See [[consequence]] for details.
(rule-simplifier & rules)
Given some number of rules
, returns a new rule that will attempt to apply
each rule to its input expression (and every subexpression of the input,
bottom up), iterating until no rule causes any change in any level of the
supplied expression.
Given some number of `rules`, returns a new rule that will attempt to apply each rule to its input expression (and every subexpression of the input, bottom up), iterating until no rule causes any change in any level of the supplied expression.
(ruleset & patterns-and-consequences)
Accepts triplets of the form:
<pattern> <predicate> <consequence-template>
and returns a new rule that will attempt to match the rules compiled from each
triplet in sequence, returning the filled-in <consequence-template>
of the
first successful match.
If none of the rules match, the returned rule returns its input data unchanged.
See ruleset*
for a function version that takes explicit
already-constructed rules.
Accepts triplets of the form: <pattern> <predicate> <consequence-template> and returns a new rule that will attempt to match the rules compiled from each triplet in sequence, returning the filled-in `<consequence-template>` of the first successful match. If none of the rules match, the returned rule returns its input data unchanged. See [[ruleset*]] for a function version that takes explicit already-constructed rules.
(ruleset* & rules)
Given some number of rules
, returns a new rule that will act like choice
and attempt to apply each rule to the input data, returning the first match.
If all rules
fail, the returned rule will return its input data
.
See ruleset
for a macro that allows inline rule definition.
Given some number of `rules`, returns a new rule that will act like [[choice]] and attempt to apply each rule to the input data, returning the first match. If all `rules` fail, the returned rule will return its input `data`. See [[ruleset]] for a macro that allows inline rule definition.
(succeed x)
(succeed ??)
(quote ([x]))
Wraps the argument x
in a form that will always successfully return from a
consequence function, whatever its value.
Use succeed
to return nil
or false
from a consequence function. For
all other return values, returning (succeed x)
is identical to returning
x
Wraps the argument `x` in a form that will always successfully return from a consequence function, whatever its value. Use [[succeed]] to return `nil` or `false` from a consequence function. For all other return values, returning `(succeed x)` is identical to returning `x`
(template form)
(template m form)
Provided with a single form
, template
is similar to Clojure's unquote
facility, except that symbols are not prefixed by namespace. For example:
(let [x 10]
(template (+ ~x y z ~@[4 5])))
;;=> (+ 10 y z 4 5)
When you provide a binding map m
, template
returns its input form, but
replaces any:
?x
??x
$$x
with the appropriate entry in m
. (m
can be a symbol referencing a binding
map in the environment.)
Splices and unquote splices are respected. For example:
(let [m {'?x 10 '?y 12 '??z [1 2 3]}]
(template m (+ ?x ?y ??z ~m ~@[1 2])))
;;=> (+ 10 12 1 2 3 {?x 10, ?y 12, ??z [1 2 3]} 1 2)
Provided with a single `form`, [[template]] is similar to Clojure's `unquote` facility, except that symbols are not prefixed by namespace. For example: ```clojure (let [x 10] (template (+ ~x y z ~@[4 5]))) ;;=> (+ 10 y z 4 5) ``` When you provide a binding map `m`, [[template]] returns its input form, but replaces any: - variable binding form like `?x` - segment binding form like `??x` - reverse-segment binding form, like `$$x` with the appropriate entry in `m`. (`m` can be a symbol referencing a binding map in the environment.) Splices and unquote splices are respected. For example: ```clojure (let [m {'?x 10 '?y 12 '??z [1 2 3]}] (template m (+ ?x ?y ??z ~m ~@[1 2]))) ;;=> (+ 10 12 1 2 3 {?x 10, ?y 12, ??z [1 2 3]} 1 2) ```
(term-rewriting & rules)
Alias for rule-simplifier
.
Alias for [[rule-simplifier]].
(top-down the-rule)
Given some rule the-rule
, returns a new rule that accepts potentially nested
data
and applies the-rule
to all subexpressions on the way down AND back
up a traversal. This is a sort of hybrid of breadth-first, depth-first.
The transformation is applied a single time to all subexpressions.
See iterated-top-down
for a version that will iterate to convergence.
Given some rule `the-rule`, returns a new rule that accepts potentially nested `data` and applies `the-rule` to all subexpressions on the way down AND back up a traversal. This is a sort of hybrid of breadth-first, depth-first. The transformation is applied a single time to all subexpressions. See [[iterated-top-down]] for a version that will iterate to convergence.
(trace r)
(trace r f)
Takes a rule r
and returns a new version of r
tagged with a unique id
.
The returned rule calls the side-effecting f
with
{:id id, :in data}
Before calling r
with data
, and calls f
with
{:id id, :out (r data)}
when the rule returns.
Takes a rule `r` and returns a new version of `r` tagged with a unique `id`. The returned rule calls the side-effecting `f` with ```clojure {:id id, :in data} ``` Before calling `r` with `data`, and calls `f` with ```clojure {:id id, :out (r data)} ``` when the rule returns.
(until f r)
Returns a new rule which repeatedly applies r
until f
returns true
between the input and output of the rule r
applied iteratively to the input
data
, signaling completion.
See while
for a similar function that treats its predicate differently.
Returns a new rule which repeatedly applies `r` until `f` returns `true` between the input and output of the rule `r` applied iteratively to the input `data`, signaling completion. See [[while]] for a similar function that treats its predicate differently.
(while f r)
Returns a new rule which repeatedly applies r
as long as f
continues to
return true
between the input and output of the rule r
applied iteratively
to the input data
.
See until
for a similar function that treats its predicate differently.
Returns a new rule which repeatedly applies `r` as long as `f` continues to return `true` between the input and output of the rule `r` applied iteratively to the input `data`. See [[until]] for a similar function that treats its predicate differently.
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