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processGraph(): Call getEdges in parallel
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1 changed files with 46 additions and 27 deletions
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@ -70,50 +70,69 @@ void processGraph(
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struct Graph {
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std::set<T> left;
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std::map<T, std::set<T>> refs, rrefs;
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std::function<void(T)> wrap;
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};
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ref<Sync<Graph>> graph_ = make_ref<Sync<Graph>>();
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Sync<Graph> graph_(Graph{nodes, {}, {}});
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auto wrapWork = [&pool, graph_, processNode](const T & node) {
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std::function<void(const T &)> worker;
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worker = [&](const T & node) {
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{
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auto graph(graph_.lock());
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auto i = graph->refs.find(node);
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if (i == graph->refs.end())
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goto getRefs;
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goto doWork;
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}
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getRefs:
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{
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auto refs = getEdges(node);
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refs.erase(node);
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{
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auto graph(graph_.lock());
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for (auto & ref : refs)
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if (graph->left.count(ref)) {
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graph->refs[node].insert(ref);
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graph->rrefs[ref].insert(node);
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}
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if (graph->refs[node].empty())
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goto doWork;
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}
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}
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return;
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doWork:
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processNode(node);
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/* Enqueue work for all nodes that were waiting on this one. */
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/* Enqueue work for all nodes that were waiting on this one
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and have no unprocessed dependencies. */
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{
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auto graph(graph_->lock());
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graph->left.erase(node);
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auto graph(graph_.lock());
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for (auto & rref : graph->rrefs[node]) {
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auto & refs(graph->refs[rref]);
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auto i = refs.find(node);
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assert(i != refs.end());
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refs.erase(i);
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if (refs.empty())
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pool.enqueue(std::bind(graph->wrap, rref));
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pool.enqueue(std::bind(worker, rref));
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}
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graph->left.erase(node);
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graph->refs.erase(node);
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graph->rrefs.erase(node);
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}
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};
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{
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auto graph(graph_->lock());
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graph->left = nodes;
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graph->wrap = wrapWork;
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}
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for (auto & node : nodes)
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pool.enqueue(std::bind(worker, std::ref(node)));
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/* Build the dependency graph; enqueue all nodes with no
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dependencies. */
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for (auto & node : nodes) {
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auto refs = getEdges(node);
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{
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auto graph(graph_->lock());
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for (auto & ref : refs)
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if (ref != node && graph->left.count(ref)) {
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graph->refs[node].insert(ref);
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graph->rrefs[ref].insert(node);
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}
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if (graph->refs[node].empty())
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pool.enqueue(std::bind(graph->wrap, node));
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}
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}
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pool.process();
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if (!graph_.lock()->left.empty())
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throw Error("graph processing incomplete (cyclic reference?)");
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}
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}
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