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make a parameterized module out of the RegexpMatching implementation
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@@ -0,0 +1,175 @@
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/**
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* Provides precicates for reasoning about which strings are matched by a regular expression,
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* and for testing which capture groups are filled when a particular regexp matches a string.
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*/
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import ReDoSUtil
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/** A root term */
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class RootTerm extends RegExpTerm {
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RootTerm() { this.isRootTerm() }
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}
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/**
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* Holds if it should be tested whether `reg` matches `str`.
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*
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* If `ignorePrefix` is true, then a regexp without a start anchor will be treated as if it had a start anchor.
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* E.g. a regular expression `/foo$/` will match any string that ends with "foo",
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* but if `ignorePrefix` is true, it will only match "foo".
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*
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* If `testWithGroups` is true, then the `RegexpMatching::fillsCaptureGroup` predicate can be used to determine which capture
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* groups are filled by a string.
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*/
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signature predicate isRegexpMatchingCandidateSig(
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RootTerm root, string str, boolean ignorePrefix, boolean testWithGroups
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);
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/**
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* A module for determining if a regexp matches a given string,
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* and reasoning about which capture groups are filled by a given string.
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*
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* The module parameter `isRegexpMatchingCandidateSig` determines which string should be tested,
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* and the results can be read from the `matches` and `fillsCaptureGroup` predicates.
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*/
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module RegexpMatching<isRegexpMatchingCandidateSig/4 isCandidate> {
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private predicate test(RootTerm reg, string str, boolean ignorePrefix) {
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isCandidate(reg, str, ignorePrefix, false)
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}
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private predicate testWithGroups(RootTerm reg, string str, boolean ignorePrefix) {
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isCandidate(reg, str, ignorePrefix, true)
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}
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/**
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* Gets a state the regular expression `reg` can be in after matching the `i`th char in `str`.
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* The regular expression is modeled as a non-determistic finite automaton,
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* the regular expression can therefore be in multiple states after matching a character.
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*
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* It's a forward search to all possible states, and there is thus no guarantee that the state is on a path to an accepting state.
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*/
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private State getAState(RootTerm reg, int i, string str, boolean ignorePrefix) {
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// start state, the -1 position before any chars have been matched
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i = -1 and
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(
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test(reg, str, ignorePrefix)
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or
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testWithGroups(reg, str, ignorePrefix)
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) and
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result.getRepr().getRootTerm() = reg and
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isStartState(result)
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or
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// recursive case
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result = getAStateAfterMatching(reg, _, str, i, _, ignorePrefix)
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}
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/**
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* Gets the next state after the `prev` state from `reg`.
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* `prev` is the state after matching `fromIndex` chars in `str`,
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* and the result is the state after matching `toIndex` chars in `str`.
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*
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* This predicate is used as a step relation in the forwards search (`getAState`),
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* and also as a step relation in the later backwards search (`getAStateThatReachesAccept`).
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*/
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private State getAStateAfterMatching(
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RootTerm reg, State prev, string str, int toIndex, int fromIndex, boolean ignorePrefix
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) {
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// the basic recursive case - outlined into a noopt helper to make performance work out.
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result = getAStateAfterMatchingAux(reg, prev, str, toIndex, fromIndex, ignorePrefix)
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or
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// we can skip past word boundaries if the next char is a non-word char.
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fromIndex = toIndex and
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prev.getRepr() instanceof RegExpWordBoundary and
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prev = getAState(reg, toIndex, str, ignorePrefix) and
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after(prev.getRepr()) = result and
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str.charAt(toIndex + 1).regexpMatch("\\W") // \W matches any non-word char.
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}
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pragma[noopt]
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private State getAStateAfterMatchingAux(
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RootTerm reg, State prev, string str, int toIndex, int fromIndex, boolean ignorePrefix
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) {
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prev = getAState(reg, fromIndex, str, ignorePrefix) and
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fromIndex = toIndex - 1 and
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exists(string char | char = str.charAt(toIndex) | specializedDeltaClosed(prev, char, result)) and
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not discardedPrefixStep(prev, result, ignorePrefix)
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}
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/** Holds if a step from `prev` to `next` should be discarded when the `ignorePrefix` flag is set. */
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private predicate discardedPrefixStep(State prev, State next, boolean ignorePrefix) {
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prev = mkMatch(any(RegExpRoot r)) and
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ignorePrefix = true and
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next = prev
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}
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// The `deltaClosed` relation specialized to the chars that exists in strings tested by a `MatchedRegExp`.
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private predicate specializedDeltaClosed(State prev, string char, State next) {
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deltaClosed(prev, specializedGetAnInputSymbolMatching(char), next)
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}
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// The `getAnInputSymbolMatching` relation specialized to the chars that exists in strings tested by a `MatchedRegExp`.
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pragma[noinline]
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private InputSymbol specializedGetAnInputSymbolMatching(string char) {
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exists(string s, RootTerm r |
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test(r, s, _)
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or
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testWithGroups(r, s, _)
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|
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char = s.charAt(_)
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) and
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result = getAnInputSymbolMatching(char)
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}
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/**
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* Gets the `i`th state on a path to the accepting state when `reg` matches `str`.
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* Starts with an accepting state as found by `getAState` and searches backwards
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* to the start state through the reachable states (as found by `getAState`).
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*
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* This predicate holds the invariant that the result state can be reached with `i` steps from a start state,
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* and an accepting state can be found after (`str.length() - 1 - i`) steps from the result.
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* The result state is therefore always on a valid path where `reg` accepts `str`.
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*
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* This predicate is only used to find which capture groups a regular expression has filled,
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* and thus the search is only performed for the strings in the `testWithGroups(..)` predicate.
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*/
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private State getAStateThatReachesAccept(RootTerm reg, int i, string str, boolean ignorePrefix) {
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// base case, reaches an accepting state from the last state in `getAState(..)`
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testWithGroups(reg, str, ignorePrefix) and
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i = str.length() - 1 and
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result = getAState(reg, i, str, ignorePrefix) and
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epsilonSucc*(result) = Accept(_)
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or
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// recursive case. `next` is the next state to be matched after matching `prev`.
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// this predicate is doing a backwards search, so `prev` is the result we are looking for.
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exists(State next, State prev, int fromIndex, int toIndex |
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next = getAStateThatReachesAccept(reg, toIndex, str, ignorePrefix) and
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next = getAStateAfterMatching(reg, prev, str, toIndex, fromIndex, ignorePrefix) and
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i = fromIndex and
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result = prev
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)
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}
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/** Gets the capture group number that `term` belongs to. */
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private int group(RegExpTerm term) {
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exists(RegExpGroup grp | grp.getNumber() = result | term.getParent*() = grp)
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}
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/**
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* Holds if `reg` matches `str`, where `str` is either in the `test` or `testWithGroups` predicate.
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*/
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predicate matches(RootTerm reg, string str) {
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exists(State state | state = getAState(reg, str.length() - 1, str, _) |
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epsilonSucc*(state) = Accept(_)
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)
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}
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/**
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* Holds if matching `str` against `reg` may fill capture group number `g`.
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* Only holds if `str` is in the `testWithGroups` predicate.
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*/
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predicate fillsCaptureGroup(RootTerm reg, string str, int g) {
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exists(State s |
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s = getAStateThatReachesAccept(reg, _, str, _) and
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g = group(s.getRepr())
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)
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}
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}
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