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util
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/
util
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UnboundList.qll
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UnboundList.qll
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/**
* Provides logic for representing unbound lists.
*
* The lists are represented internally as strings, and generally it should
* be preferred to instead use a `newtype` representation, but in certain
* cases where this is not feasible (typically because of performance) unbound
* lists can be used.
*/
overlay
[
local?
]
module
;
private import Location
/
*
*
Provides the input to `Make`.
*
/
signature module InputSig
<
LocationSig
Location
>
{
/** An element. */
class
Element
{
/** Gets a textual representation of this element. */
string
toString
(
)
;
/** Gets the location of this element. */
Location
getLocation
(
)
;
}
/** Gets a unique ID used to identify element `e` amongst all elements. */
int
getId
(
Element
e
)
;
/**
* Gets a textual representation for element `e`, which will be used in the
* `toString` representation for unbound lists.
*/
default
string
getElementString
(
Element
e
)
{
result
=
e
.
toString
(
)
}
/** Gets an optional length limit for unbound lists. */
default
int
getLengthLimit
(
)
{
none
(
)
}
}
final
private
class
String
=
string
;
/** Provides the `UnboundList` implementation. */
module
Make
<
LocationSig
Location
,
InputSig
<
Location
>
Input
>
{
private
import
Input
private
import
codeql.util.DenseRank
// Use dense ranking to assign compact IDs to elements
private
module
DenseRankInput
implements
DenseRankInputSig
{
class
Ranked
=
Element
;
predicate
getRank
=
getId
/
1
;
}
/** Gets the rank of element `e`, which is used internally in the string encoding. */
int
getRank
(
Element
e
)
{
e
=
DenseRank
<
DenseRankInput
>
::
denseRank
(
result
)
}
cached
private
string
encode
(
Element
e
)
{
result
=
getRank
(
e
)
.
toString
(
)
}
bindingset
[
s
]
private
Element
decode
(
string
s
)
{
encode
(
result
)
=
s
}
/**
* An unbound list encoded as a string.
*/
class
UnboundList
extends
String
{
bindingset
[
this
]
UnboundList
(
)
{
exists
(
this
)
}
/** Gets the `i`th element in this list. */
bindingset
[
this
]
Element
getElement
(
int
i
)
{
result
=
decode
(
this
.
splitAt
(
"."
,
i
)
)
}
/** Gets a textual representation of this list. */
bindingset
[
this
]
string
toString
(
)
{
result
=
concat
(
int
i
,
Element
e
|
e
=
this
.
getElement
(
i
)
|
getElementString
(
e
)
,
"."
order
by
i
)
}
/** Holds if this list is empty. */
predicate
isEmpty
(
)
{
this
=
""
}
bindingset
[
this
]
private
int
stringLength
(
)
{
result
=
super
.
length
(
)
}
/** Gets the length of this list. */
bindingset
[
this
]
pragma
[
inline_late
]
int
length
(
)
{
// Same as
// `result = count(this.indexOf("."))`
// but performs better because it doesn't use an aggregate
result
=
this
.
regexpReplaceAll
(
"[0-9]+"
,
""
)
.
length
(
)
}
/** Gets the list obtained by appending `suffix` onto this list. */
bindingset
[
this
,
suffix
]
UnboundList
append
(
UnboundList
suffix
)
{
result
=
this
+
suffix
and
(
not
exists
(
getLengthLimit
(
)
)
or
result
.
length
(
)
<=
getLengthLimit
(
)
)
}
/**
* Gets the list obtained by appending `suffix` onto this list.
*
* Unlike `append`, this predicate has `result` in the binding set,
* so there is no need to check the length of `result`.
*/
bindingset
[
this
,
result
]
UnboundList
appendInverse
(
UnboundList
suffix
)
{
suffix
=
result
.
stripPrefix
(
this
)
}
/** Gets the list obtained by removing `prefix` from this list. */
bindingset
[
this
,
prefix
]
UnboundList
stripPrefix
(
UnboundList
prefix
)
{
this
=
prefix
+
result
}
/** Holds if this list starts with `e`, followed by `suffix`. */
bindingset
[
this
]
predicate
isCons
(
Element
e
,
UnboundList
suffix
)
{
exists
(
string
elem
|
// it is more efficient to not create a capture group for the suffix, since
// `regexpCapture` will then always join in both groups, only to afterwards filter
// based on the requested group (the group number is not part of the binding set
// of `regexpCapture`)
elem
=
this
.
regexpCapture
(
"^([0-9]+)\\..*$"
,
1
)
and
e
=
decode
(
elem
)
and
suffix
=
this
.
suffix
(
elem
.
length
(
)
+
1
)
)
}
/** Holds if this list starts with `prefix`, followed by `e`. */
bindingset
[
this
]
predicate
isSnoc
(
UnboundList
prefix
,
Element
e
)
{
// same remark as above about not using multiple capture groups
prefix
=
this
.
regexpCapture
(
"^(|.+\\.)[0-9]+\\.$"
,
1
)
and
e
=
decode
(
this
.
substring
(
prefix
.
stringLength
(
)
,
this
.
stringLength
(
)
-
1
)
)
}
/** Gets the head of this list, if any. */
bindingset
[
this
]
Element
getHead
(
)
{
result
=
this
.
getElement
(
0
)
}
/**
* Gets the `i`th prefix of this list, if any.
*
* Only holds when this list is non-empty, and only returns proper prefixes.
*/
bindingset
[
this
]
UnboundList
getProperPrefix
(
int
i
)
{
exists
(
string
regexp
,
int
occurrenceOffset
|
regexp
=
"[0-9]+\\."
|
exists
(
this
.
regexpFind
(
regexp
,
i
,
occurrenceOffset
)
)
and
result
=
this
.
prefix
(
occurrenceOffset
)
)
}
/**
* Gets a prefix of this list, if any.
*
* Only holds when this list is non-empty, and only returns proper prefixes.
*/
bindingset
[
this
]
UnboundList
getAProperPrefix
(
)
{
result
=
this
.
getProperPrefix
(
_
)
}
/**
* Gets a prefix of this list, including the list itself.
*/
bindingset
[
this
]
UnboundList
getAPrefix
(
)
{
result
=
[
this
,
this
.
getAProperPrefix
(
)
]
}
/**
* Holds if this list is a prefix of `other`.
*
* This is equivalent to `this = other.getAPrefix()`, but more performant.
*/
bindingset
[
this
,
other
]
predicate
isPrefixOf
(
UnboundList
other
)
{
this
=
other
.
prefix
(
this
.
stringLength
(
)
)
}
}
/** Provides predicates for constructing `UnboundList`s. */
module
UnboundList
{
/** Gets the empty list. */
UnboundList
nil
(
)
{
result
.
isEmpty
(
)
}
/** Gets the singleton list `e`. */
UnboundList
singleton
(
Element
e
)
{
result
=
encode
(
e
)
+
"."
}
/**
* Gets the list obtained by appending the element `e` onto `suffix`.
*/
bindingset
[
suffix
]
UnboundList
cons
(
Element
e
,
UnboundList
suffix
)
{
result
=
singleton
(
e
)
.
append
(
suffix
)
}
/**
* Gets the list obtained by appending the element `e` after `prefix`.
*/
bindingset
[
prefix
]
UnboundList
snoc
(
UnboundList
prefix
,
Element
e
)
{
result
=
prefix
.
append
(
singleton
(
e
)
)
}
}
}
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