forked from lix-project/lix
* `nix-store -q --tree' shows a tree representing the dependency graph
of the given derivation. Useful for getting a quick overview of how something was built. E.g., to find out how the `baffle' program in your user environment was built, you can do $ nix-store -q --tree $(nix-store -qd $(which baffle)) Tree nesting depth is minimised (?) by topologically sorting paths under the relation A < B iff A \in closure(B).
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@ -30,7 +30,8 @@ Query flags:
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--references: print all paths referenced by the given path
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--referers: print all paths directly refering to the given path
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--referers-closure: print all paths (in)directly refering to the given path
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--graph: print a dot graph rooted at given ids
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--tree: print a tree showing the dependency graph of the given paths
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--graph: print a dot graph rooted at given paths
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Query switches (not applicable to all queries):
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@ -150,11 +150,86 @@ static void printPathSet(const PathSet & paths)
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}
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/* Some code to print a tree representation of a derivation dependency
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graph. Topological sorting is used to keep the tree relatively
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flat. */
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const string treeConn = "+---";
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const string treeLine = "| ";
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const string treeNull = " ";
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static void dfsVisit(const PathSet & paths, const Path & path,
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PathSet & visited, Paths & sorted)
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{
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if (visited.find(path) != visited.end()) return;
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visited.insert(path);
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PathSet closure;
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computeFSClosure(path, closure);
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for (PathSet::iterator i = closure.begin();
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i != closure.end(); ++i)
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if (*i != path && paths.find(*i) != paths.end())
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dfsVisit(paths, *i, visited, sorted);
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sorted.push_front(path);
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}
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static Paths topoSort(const PathSet & paths)
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{
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Paths sorted;
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PathSet visited;
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for (PathSet::const_iterator i = paths.begin(); i != paths.end(); ++i)
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dfsVisit(paths, *i, visited, sorted);
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return sorted;
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}
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static void printDrvTree(const Path & drvPath,
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const string & firstPad, const string & tailPad, PathSet & done)
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{
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if (done.find(drvPath) != done.end()) {
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cout << format("%1%%2% [...]\n") % firstPad % drvPath;
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return;
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}
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done.insert(drvPath);
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cout << format("%1%%2%\n") % firstPad % drvPath;
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Derivation drv = derivationFromPath(drvPath);
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for (PathSet::iterator i = drv.inputSrcs.begin();
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i != drv.inputSrcs.end(); ++i)
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cout << format("%1%%2%\n") % (tailPad + treeConn) % *i;
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PathSet inputs;
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for (DerivationInputs::iterator i = drv.inputDrvs.begin();
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i != drv.inputDrvs.end(); ++i)
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inputs.insert(i->first);
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/* Topologically sorted under the relation A < B iff A \in
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closure(B). That is, if derivation A is an (possibly indirect)
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input of B, then A is printed first. This has the effect of
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flattening the tree, preventing deeply nested structures. */
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Paths sorted = topoSort(inputs);
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reverse(sorted.begin(), sorted.end());
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for (Paths::iterator i = sorted.begin(); i != sorted.end(); ++i) {
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Paths::iterator j = i; ++j;
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printDrvTree(*i, tailPad + treeConn,
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j == sorted.end() ? tailPad + treeNull : tailPad + treeLine,
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done);
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}
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}
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/* Perform various sorts of queries. */
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static void opQuery(Strings opFlags, Strings opArgs)
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{
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enum { qOutputs, qRequisites, qReferences, qReferers,
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qReferersClosure, qDeriver, qBinding, qGraph } query = qOutputs;
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qReferersClosure, qDeriver, qBinding, qTree, qGraph } query = qOutputs;
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bool useOutput = false;
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bool includeOutputs = false;
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bool forceRealise = false;
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@ -175,6 +250,7 @@ static void opQuery(Strings opFlags, Strings opArgs)
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opArgs.pop_front();
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query = qBinding;
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}
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else if (*i == "--tree") query = qTree;
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else if (*i == "--graph") query = qGraph;
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else if (*i == "--use-output" || *i == "-u") useOutput = true;
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else if (*i == "--force-realise" || *i == "-f") forceRealise = true;
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@ -240,6 +316,14 @@ static void opQuery(Strings opFlags, Strings opArgs)
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}
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break;
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case qTree: {
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PathSet done;
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for (Strings::iterator i = opArgs.begin();
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i != opArgs.end(); i++)
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printDrvTree(fixPath(*i), "", "", done);
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break;
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}
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#if 0
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case qGraph: {
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PathSet roots;
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