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net_dag_utils.cc
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net_dag_utils.cc
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#include "caffe2/core/net_dag_utils.h"
#include <set>
#include <stack>
#include <unordered_map>
#include <unordered_set>
#include "caffe2/core/operator.h"
#include "caffe2/core/static_tracepoint.h"
#include "caffe2/core/timer.h"
#include "caffe2/proto/caffe2_pb.h"
#include "caffe2/utils/proto_utils.h"
namespace caffe2 {
namespace dag_utils {
namespace {
void prune(int node_idx, std::vector<OpGraphNode>& nodes) {
// Ancestor table for tracking the visited nodes
std::vector<bool> ancestors(nodes.size(), false);
// stack element is pair of <curr_node, previous_node>
std::stack<std::pair<int, int>> nodes_stack;
// initialize the prev_node to be -1
nodes_stack.push(std::make_pair(node_idx, -1));
while (!nodes_stack.empty()) {
const auto& node_pair = nodes_stack.top();
int curr = node_pair.first;
int prev = node_pair.second;
// If the node has already been visited, pop curr out of
// stack and clean up the ancestor table
CAFFE_ENFORCE(curr < (int)ancestors.size(), "Out of bound access");
if (ancestors[curr]) {
ancestors[curr] = false;
nodes_stack.pop();
continue;
}
// Check if this has a parent that can be pruned:
// if parent is not the previous node visited and is
// an ancestor of the current traversar, it can be
// pruned.
if (prev >= 0) {
std::vector<int> new_parents;
for (auto parent : nodes[curr].parents_) {
if (parent != prev && ancestors[parent]) {
// We can prune this one
nodes[parent].children_.erase(
std::remove(
nodes[parent].children_.begin(),
nodes[parent].children_.end(),
curr),
nodes[parent].children_.end());
} else {
new_parents.push_back(parent);
}
}
nodes[curr].parents_ = new_parents;
}
ancestors[curr] = true;
// Descend -- but only once from each node
if (nodes[curr].visited_inputs == nodes[curr].num_orig_parents) {
const auto& children = nodes[curr].children_;
for (auto child : children) {
nodes[child].visited_inputs++;
nodes_stack.push(std::make_pair(child, curr));
}
}
}
}
/**
* Prune redundant dependencies to improve chaining.
* TODO: t15868555 This algorithm is fast but can miss dependencies.
*/
std::vector<OpGraphNode> pruneOpNodeGraph(
const std::vector<OperatorNode>& nodes) {
Timer t;
std::vector<OpGraphNode> pruned;
// Create a separate list of pruned operatornodes used
// for the chaining computation. Because of the unique_ptr
// in the OperatorNode, we cannot do a copy but have to
// copy just the fields we need.
for (auto& node : nodes) {
OpGraphNode nd;
nd.children_ = node.children_;
nd.parents_ = node.parents_;
nd.num_orig_parents = nd.parents_.size();
pruned.push_back(nd);
}
for (int i = 0; i < (int)pruned.size(); ++i) {
if (pruned[i].parents_.size() == 0) {
prune(i, pruned);
}
}
LOG(INFO) << "Operator graph pruning prior to chain compute took: "
<< t.Seconds() << " secs";
return pruned;
}
void updateOperatorNodes(
std::vector<OperatorNode>& nodes,
const ExecutionChains& chains) {
for (int i = 0; i < (int)nodes.size(); ++i) {
auto& node = nodes[i];
if (chains.find(i) != chains.end()) {
node.is_chain_start_ = true;
} else {
node.is_chain_start_ = false;
}
node.runtime_parent_count_ = 0;
node.scheduled_.clear();
}
}
} // namespace
ExecutionChains computeChains(std::vector<OperatorNode>& orig_nodes) {
const std::vector<OpGraphNode> nodes = pruneOpNodeGraph(orig_nodes);
vector<int> initial_frontier;
for (int idx = 0; idx < (int)nodes.size(); ++idx) {
if (nodes[idx].parents_.size() == 0) {
initial_frontier.push_back(idx);
}
}
// We need to construct the node_seen_count to know how many inner edges each
// node has.
std::unordered_map<int, int> node_seen_count;
for (int root_index : initial_frontier) {
const auto& root = nodes[root_index];
std::stack<std::pair<int, std::vector<int>::const_iterator>> depth_stack;
depth_stack.push(make_pair(root_index, root.children_.begin()));
node_seen_count[root_index]++;
CAFFE_ENFORCE(
node_seen_count[root_index] == 1,
"root node ",
root_index,
" visit count must be == 1");
while (depth_stack.size() > 0) {
auto cur = depth_stack.top();
depth_stack.pop();
if (cur.second != nodes[cur.first].children_.end()) {
int node_index = *cur.second;
node_seen_count[node_index]++;
cur.second++;
depth_stack.push(cur);
if (node_seen_count[node_index] == 1) {
// Visit each child only once.
depth_stack.push(
make_pair(node_index, nodes[node_index].children_.begin()));
}
}
}
}
// Now, we compute the set of execution chains An execution chain is
// a linear set of nodes that can be executed on a single stream
// (e.g. a chain of single input, single output operators)
ExecutionChains chains;
std::unordered_set<int> seen_nodes;
std::vector<int> chain;
std::pair<int, std::vector<int>::const_iterator> cur;
std::stack<std::pair<int, std::vector<int>::const_iterator>> depth_stack;
auto check_current_for_chaining = [&]() -> bool {
return (
node_seen_count[cur.first] == 1 &&
(chain.size() == 0 ||
(
// A chain of operators is executed without additional
// synchronization by calling RunAsync sequentially on each
// operator and passing the same stream id on each call.
// RunAsync may schedule an async computation on device.
// In order to be scheduled on the same chain two operators
// (parent and dependent) need to satisfy:
// 1. Both ops are on the same device _and_
// 2. Parent op does not have an async part or
// dependent op can be executed as an async dependency
IsSameDevice(
orig_nodes[cur.first].operator_->device_option(),
orig_nodes[chain.back()].operator_->device_option()) &&
(!orig_nodes[chain.back()].operator_->HasAsyncPart() ||
orig_nodes[cur.first].operator_->SupportsAsyncScheduling()))));
};
auto commit_chain = [&]() {
if (chain.size() > 0) {
CAFFE_ENFORCE(
chains.insert({chain.front(), chain}).second,
"Chain ",
chain.front(),
" was already added.");
VLOG(2) << "Added chain: " << chain.front() << "with elements";
for (auto ch : chain) {
VLOG(2) << ch << ", ";
}
chain.clear();
}
};
auto depth_traverse = [&]() {
while (cur.second != nodes[cur.first].children_.end() &&
seen_nodes.find(*cur.second) != seen_nodes.end()) {
cur.second++;
}
if (cur.second != nodes[cur.first].children_.end()) {
auto next = make_pair(*cur.second, nodes[*cur.second].children_.begin());
depth_stack.push(cur);
depth_stack.push(next);
}
};
for (int root_index : initial_frontier) {
depth_stack.push(
make_pair(root_index, nodes[root_index].children_.begin()));
while (depth_stack.size() > 0) {
cur = depth_stack.top();
depth_stack.pop();
if (seen_nodes.find(cur.first) == seen_nodes.end()) {
seen_nodes.insert(cur.first);
// Has one child, can be candidate for chain or can be added to the
// previous chain.
if (nodes[cur.first].children_.size() == 1) {
if (check_current_for_chaining()) {
// Add oneself to the current chain.
VLOG(1) << "Adding to existing chain" << cur.first;
chain.push_back(cur.first);
int index = *nodes[cur.first].children_.begin();
depth_stack.push(make_pair(index, nodes[index].children_.begin()));
} else {
// Can't belong to the previous chain, commit previous chain and
// start a new one.
commit_chain();
chain.push_back(cur.first);
int index = *nodes[cur.first].children_.begin();
depth_stack.push(make_pair(index, nodes[index].children_.begin()));
}
} else if (
nodes[cur.first].children_.size() == 0 &&
check_current_for_chaining()) {
// Add current node to the current chain and commit.
chain.push_back(cur.first);
commit_chain();
} else {
// Node has more than one child.
commit_chain();
// Add current node as an independent chain since it won't be a part
// of a bigger chain.
chain.push_back(cur.first);
commit_chain();
depth_traverse();
}
} else {
// This node has been seen before, we will only traverse its children.
// Commit any pending chains and continue traversing.
commit_chain();
depth_traverse();
}
} // End while
// Check if this if is even needed.
commit_chain();
}
CAFFE_ENFORCE(
seen_nodes.size() == nodes.size(),
"Haven't seen all the nodes, expected number of nodes ",
nodes.size(),
", but seen only ",
seen_nodes.size(),
".");
updateOperatorNodes(orig_nodes, chains);
return chains;
}
// Here chains are essentially groups, we used chain/group interchangeably
ExecutionChains computeGroups(std::vector<OperatorNode>& orig_nodes) {
const std::vector<OpGraphNode> nodes = pruneOpNodeGraph(orig_nodes);
ExecutionChains chains;
std::vector<int> sync_frontier;
std::vector<int> async_frontier;
std::vector<int> in_degrees;
in_degrees.reserve(nodes.size());
std::transform(
nodes.begin(),
nodes.end(),
std::back_inserter(in_degrees),
[](const OpGraphNode& n) { return n.parents_.size(); });
// Screen out the primary root nodes
for (int idx = 0; idx < (int)nodes.size(); ++idx) {
if (in_degrees[idx] == 0) {
if (orig_nodes[idx].operator_->HasAsyncPart()) {
async_frontier.push_back(idx);
} else {
sync_frontier.push_back(idx);
}
}
}
// We check sync ops on the frontier first and then async ops. This gives us a
// head start to execute sync ops locally while waiting for async ops to
// finish.
std::queue<int> q;
while (!(async_frontier.empty() && sync_frontier.empty())) {
// Sync ops
for (const auto i : sync_frontier) {
q.push(i);
}
sync_frontier.clear();
std::vector<int> chain;
while (!q.empty()) {
int idx = q.front();
q.pop();
chain.push_back(idx);
for (int child : nodes[idx].children_) {
if (--in_degrees[child] == 0) {
if (orig_nodes[child].operator_->HasAsyncPart()) {
async_frontier.push_back(child);
} else {
q.push(child);
}
}
}
}
// add the whole group of continuous sync ops into one chain
if (!chain.empty()) {
chains.emplace(chain.front(), chain);
}
// Async ops
for (const auto i : async_frontier) {
q.push(i);
}
async_frontier.clear();
while (!q.empty()) {
int idx = q.front();
q.pop();
// Put each individual node as a new chain
chains[idx] = {idx};
for (int child : nodes[idx].children_) {
if (--in_degrees[child] == 0) {
if (orig_nodes[child].operator_->HasAsyncPart()) {
q.push(child);
} else {
sync_frontier.push_back(child);
}
}
}
}
}
updateOperatorNodes(orig_nodes, chains);
return chains;
}
ExecutionChains singleChains(std::vector<OperatorNode>& nodes) {
ExecutionChains chains;
for (int i = 0; i < (int)nodes.size(); ++i) {
chains[i] = {i};
}
updateOperatorNodes(nodes, chains);
return chains;
}
std::vector<OperatorNode> prepareOperatorNodes(
const std::shared_ptr<const NetDef>& net_def,
Workspace* ws) {
std::vector<OperatorNode> operator_nodes(net_def->op_size());
std::map<string, int> blob_creator;
std::map<string, std::set<int>> blob_readers;
bool net_def_has_device_option = net_def->has_device_option();
// Initialize the operators
for (int idx = 0; idx < net_def->op_size(); ++idx) {
const OperatorDef& op_def = net_def->op(idx);
VLOG(1) << "Creating operator #" << idx << ": " << op_def.name() << ": "
<< op_def.type();
if (net_def_has_device_option) {
OperatorDef temp_def(op_def);
DeviceOption temp_dev(net_def->device_option());
temp_dev.MergeFrom(op_def.device_option());
temp_def.mutable_device_option()->CopyFrom(temp_dev);
operator_nodes[idx].operator_ = CreateOperator(temp_def, ws, idx);
} else {
auto op = CreateOperator(op_def, ws, idx);
op->set_debug_def(
std::shared_ptr<const OperatorDef>{net_def, &(net_def->op(idx))});
operator_nodes[idx].operator_ = std::move(op);
}
// Check the inputs, and set up parents if necessary. This addressese the
// read after write case.
auto checkInputs =
[&](const google::protobuf::RepeatedPtrField<std::string>& inputs) {
for (const string& input : inputs) {
if (blob_creator.count(input) == 0) {
VLOG(1) << "Input " << input << " not produced by this net. "
<< "Assuming it is pre-existing.";
} else {
int parent = blob_creator[input];
VLOG(1) << "op dependency (RaW " << input << "): " << parent
<< "->" << idx;
operator_nodes[idx].parents_.push_back(parent);
operator_nodes[parent].children_.push_back(idx);
}
// Add the current idx to the readers of this input.
blob_readers[input].insert(idx);
}
};
checkInputs(op_def.input());
checkInputs(op_def.control_input());
// Check the outputs.
for (const string& output : op_def.output()) {
if (blob_creator.count(output) != 0) {
// This addresses the write after write case - we will assume that all
// writes are inherently sequential.
int waw_parent = blob_creator[output];
VLOG(1) << "op dependency (WaW " << output << "): " << waw_parent
<< "->" << idx;
operator_nodes[idx].parents_.push_back(waw_parent);
operator_nodes[waw_parent].children_.push_back(idx);
}
// This addresses the write after read case - we will assume that writes
// should only occur after all previous reads are finished.
for (const int war_parent : blob_readers[output]) {
VLOG(1) << "op dependency (WaR " << output << "): " << war_parent
<< "->" << idx;
operator_nodes[idx].parents_.push_back(war_parent);
operator_nodes[war_parent].children_.push_back(idx);
}
// Renew the creator of the output name.
blob_creator[output] = idx;
// The write would create an implicit barrier that all earlier readers of
// this output is now parents of the current op, and future writes would
// not need to depend on these earlier readers. Thus, we can clear up the
// blob readers.
blob_readers[output].clear();
}
}
// Now, make sure that the parent list and the children list do not contain
// duplicated items.
for (int i = 0; i < (int)operator_nodes.size(); ++i) {
auto& node = operator_nodes[i];
// Sort, remove duplicates, and delete self dependency.
auto& p = node.parents_;
std::sort(p.begin(), p.end());
p.erase(std::unique(p.begin(), p.end()), p.end());
p.erase(std::remove(p.begin(), p.end(), i), p.end());
// Do the same for the children vector.
auto& c = node.children_;
std::sort(c.begin(), c.end());
c.erase(std::unique(c.begin(), c.end()), c.end());
c.erase(std::remove(c.begin(), c.end(), i), c.end());
}
return operator_nodes;
}
std::vector<OpGraphNode> prepareChainGraphNodes(
const std::vector<dag_utils::OperatorNode>& operator_nodes,
const std::vector<std::vector<int>>& execution_chains) {
std::unordered_map<int, int> op_to_chain_idx;
for (int chain_idx = 0; chain_idx < (int)execution_chains.size(); ++chain_idx) {
const auto& chain_indices = execution_chains[chain_idx];
for (const auto& chain_op_idx : chain_indices) {
CAFFE_ENFORCE(!op_to_chain_idx.count(chain_op_idx));
op_to_chain_idx[chain_op_idx] = chain_idx;
}
}
std::vector<OpGraphNode> chain_nodes(execution_chains.size());
for (int op_idx = 0; op_idx < (int)operator_nodes.size(); ++op_idx) {
CAFFE_ENFORCE(op_to_chain_idx.count(op_idx));
auto chain_idx = op_to_chain_idx[op_idx];
auto& chain = chain_nodes[chain_idx];
auto& op_node = operator_nodes[op_idx];
for (const auto& child_idx : op_node.children_) {
CAFFE_ENFORCE(op_to_chain_idx.count(child_idx));
auto child_chain_idx = op_to_chain_idx[child_idx];
if (child_chain_idx != chain_idx) {
auto it = std::find(
chain.children_.begin(), chain.children_.end(), child_chain_idx);
if (it == chain.children_.end()) {
chain.children_.push_back(child_chain_idx);
}
}
}
for (const auto& parent_idx : op_node.parents_) {
CAFFE_ENFORCE(op_to_chain_idx.count(parent_idx));
auto parent_chain_idx = op_to_chain_idx[parent_idx];
if (parent_chain_idx != chain_idx) {
auto it = std::find(
chain.parents_.begin(), chain.parents_.end(), parent_chain_idx);
if (it == chain.parents_.end()) {
chain.parents_.push_back(parent_chain_idx);
}
}
}
}
return chain_nodes;
}
} // namespace dag_utils
} // namespace caffe2