/* Copyright (c) 2018 PaddlePaddle Authors. All Rights Reserved. Licensed under the Apache License, Version 2.0 (the "License"); you may not use this file except in compliance with the License. You may obtain a copy of the License at http://www.apache.org/licenses/LICENSE-2.0 Unless required by applicable law or agreed to in writing, software distributed under the License is distributed on an "AS IS" BASIS, WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. See the License for the specific language governing permissions and limitations under the License. */ #include "paddle/fluid/framework/ir/graph_helper.h" #include #include #include #include #include #include #include #include #include "paddle/fluid/framework/ir/graph_traits.h" DEFINE_string(print_sub_graph_dir, "", "FLAGS_print_sub_graph_dir is used " "to print the nodes of sub_graphs."); namespace paddle { namespace framework { namespace ir { namespace { void SortHelper( const std::map> &adj_list, ir::Node *node, std::unordered_set *visited, std::vector *ret) { visited->insert(node); for (auto adj : adj_list.at(node)) { if (visited->find(adj) == visited->end()) { SortHelper(adj_list, adj, visited, ret); } } VLOG(5) << "topology sort insert: " << node->Name() << " " << reinterpret_cast(node) << " input " << node->inputs.size(); ret->push_back(node); } bool HasCircleHelper( ir::Node *node, const std::map> &adj_list, std::unordered_set *visited, std::unordered_set *in_trace, std::vector> *circles) { if (visited->find(node) == visited->end()) { visited->insert(node); in_trace->insert(node); for (ir::Node *in : adj_list.at(node)) { if (visited->find(in) == visited->end() && HasCircleHelper(in, adj_list, visited, in_trace, circles)) { return true; } else if (in_trace->find(in) != in_trace->end()) { if (circles != nullptr) { std::vector circle; circle.emplace_back(in); ir::Node *p = in; for (auto &adj : adj_list.at(p)) { if (in_trace->count(adj)) { circle.emplace_back(adj); p = adj; } } circles->emplace_back(circle); } return true; } } } in_trace->erase(node); return false; } bool HasCircleInternal( const std::map> &adj_list, std::vector> *circles) { std::unordered_set visited; std::unordered_set in_trace; for (auto &adj : adj_list) { if (HasCircleHelper(adj.first, adj_list, &visited, &in_trace, circles)) { return true; } } return false; } } // namespace bool HasCircle(const Graph &graph) { return HasCircleInternal(BuildOperationAdjList(graph), nullptr); } bool FindCircleSubGraph(const Graph &graph, std::vector> *circles) { return HasCircleInternal(BuildOperationAdjList(graph), circles); } std::vector TopologySortOperations(const Graph &graph) { std::map> adj_list = BuildOperationAdjList(graph); PADDLE_ENFORCE(!HasCircleInternal(adj_list, nullptr)); std::unordered_set visited; std::vector ret; for (auto adj : adj_list) { if (visited.find(adj.first) == visited.end()) { SortHelper(adj_list, adj.first, &visited, &ret); } } return ret; } // Build operator inlink edge table. std::map> BuildOperationAdjList( const Graph &graph) { std::map> adj_list; for (auto &n : graph.Nodes()) { if (!n->IsOp()) continue; if (adj_list.find(n) == adj_list.end()) { adj_list[n] = std::unordered_set(); } for (auto &var : n->inputs) { for (auto &adj_n : var->inputs) { PADDLE_ENFORCE(adj_n->NodeType() == ir::Node::Type::kOperation); VLOG(4) << "adj " << adj_n->Name() << reinterpret_cast(adj_n) << " -> " << n->Name() << reinterpret_cast(n) << " via " << var->Name() << reinterpret_cast(var); adj_list[n].insert(adj_n); } } } return adj_list; } // Build operator outlink edge table. std::map> BuildOperationOutAdjList( const Graph &graph) { std::map> adj_list; for (auto &n : graph.Nodes()) { if (!n->IsOp()) continue; if (adj_list.find(n) == adj_list.end()) { adj_list[n] = std::unordered_set(); } for (auto &var : n->outputs) { for (auto &adj_n : var->outputs) { PADDLE_ENFORCE(adj_n->NodeType() == ir::Node::Type::kOperation); VLOG(40) << "adj " << adj_n->Name() << reinterpret_cast(adj_n) << " -> " << n->Name() << reinterpret_cast(n) << " via " << var->Name() << reinterpret_cast(var); adj_list[n].insert(adj_n); } } } return adj_list; } std::vector OpDFSSort(const Graph &graph) { auto edge_table = BuildOperationOutAdjList(graph); std::stack stack; for (auto &ele : edge_table) { if (ele.first->inputs.empty()) { // find the input ops (those without input vars) stack.push(ele.first); } else { // find the ops with only persistable vars as inputs. bool all_persistable = true; for (auto *input : ele.first->inputs) { if (!(input->IsVar() && input->Var() && input->Var()->Persistable())) { all_persistable = false; } } if (all_persistable) { stack.push(ele.first); } } } std::vector res; // start from the feed op and DFS std::unordered_set unique_set; while (!stack.empty()) { // will start from the last feed by default. auto cur = stack.top(); stack.pop(); unique_set.insert(cur); res.push_back(cur); for (auto *op : edge_table[cur]) { if (!unique_set.count(op)) { stack.push(op); } } } return res; } std::vector TopologyDfsSortOperations(const Graph &graph) { std::vector nodes; std::unordered_map in_degree; auto set_out_ops_ready = [&](Node *var) { for (auto *op : var->outputs) { --in_degree[op]; } }; // build in_degree for (auto *node : graph.Nodes()) { if (node->IsOp()) { in_degree[node] += node->inputs.size(); } else if (node->IsVar() && node->inputs.empty()) { // put all the inputs of the whole graph ready. set_out_ops_ready(node); } } std::deque op_queue; // first visit for (auto &node : OpDFSSort(graph)) { if (node->IsOp()) { op_queue.push_back(node); } } // traverse the graph int num_ops = op_queue.size(); while (num_ops) { for (auto it = op_queue.begin(); it != op_queue.end(); it++) { auto *&cur_op = *it; if (!cur_op || in_degree[cur_op] > 0) continue; // visit this node // put all the output var of this op valid. for (auto *out_var : cur_op->outputs) { if (!out_var) continue; set_out_ops_ready(out_var); } VLOG(8) << "visit " << cur_op->Name(); nodes.push_back(cur_op); cur_op = nullptr; num_ops--; } } return nodes; } size_t GraphNum(const Graph &graph) { std::unordered_set nodes(graph.Nodes()); std::unordered_set visited_nodes; visited_nodes.reserve(nodes.size()); std::deque q_nodes; std::vector> graph_nodes; std::unordered_set g_nodes; // q_set used to record records in the queue. std::unordered_set q_set; size_t graph_count = 0; auto traverse_nodes = [&visited_nodes, &q_nodes, &q_set](const std::vector &nodes) { for (auto n : nodes) { if (visited_nodes.count(n) == 0 && q_set.count(n) == 0) { q_nodes.push_back(n); q_set.insert(n); } } }; while (visited_nodes.size() != nodes.size()) { if (!q_nodes.empty()) { auto cur_node = q_nodes.front(); q_nodes.pop_front(); q_set.erase(cur_node); visited_nodes.insert(cur_node); g_nodes.insert(cur_node); traverse_nodes(cur_node->inputs); traverse_nodes(cur_node->outputs); } else { ++graph_count; if (g_nodes.size()) { graph_nodes.emplace_back(g_nodes); } g_nodes.clear(); for (auto &n : nodes) { if (visited_nodes.count(n) == 0) { q_nodes.push_back(n); q_set.insert(n); break; } } } } if (g_nodes.size()) { graph_nodes.emplace_back(g_nodes); } if (FLAGS_print_sub_graph_dir.size()) { if (graph_nodes.size() > 1) { std::stringstream out; for (auto &g_n : graph_nodes) { out << "graph_nodes: " << g_n.size() << "\n"; } out << "\n\n"; for (auto &g_n : graph_nodes) { out << "graph_nodes: " << g_n.size(); for (auto &node : g_n) { out << "\nNode: " << node->Name() << " in ["; for (auto &n : node->inputs) { out << n->Name() << ", "; } out << "], out["; for (auto &n : node->outputs) { out << n->Name() << ", "; } out << "]"; } out << "\n\n\n"; } std::unique_ptr fout( new std::ofstream(FLAGS_print_sub_graph_dir)); PADDLE_ENFORCE(fout->good()); *fout << out.str(); } } return graph_count; } void CleanIndividualNodes(Graph *graph) { std::unordered_set nodes2rm; for (auto *node : graph->Nodes()) { if (node->inputs.empty() && node->outputs.empty()) { nodes2rm.insert(node); } } for (auto *node : nodes2rm) { graph->RemoveNode(node); } } std::vector TopologyVarientSort(const Graph &graph, SortKind sort_kind) { switch (sort_kind) { case SortKind::TS: return framework::ir::TopologySortOperations(graph); default: return framework::ir::TopologyDfsSortOperations(graph); } } } // namespace ir } // namespace framework } // namespace paddle