// skipping unreached tails:
cost_type recompute_cost(ED e) {
cost_type c = get(ec, e);
SHOWIF2(TUHG, 3, "recompute_cost:base", c, TUHG_PRINT(e, g));
Tailr tailr = tails(e, g);
for (Ti i = boost::begin(tailr), ei = boost::end(tailr); i != ei; ++i) {
VD t = tail(*i, e, g); // possibly multiple instances of tail t
cost_type tc = get(mu, t);
SHOWIF3(TUHG, 6, "recompute_cost:c'=c*tc", c, tc, t);
assert(tc != PT::unreachable()); // FIXME: maybe we want to allow this (used to be "if")? if we
// don't, then you can only reach with non-unreachable cost.
PT::extendBy(tc, c);
}
SHOWIF2(TUHG, 3, "recompute_cost:final", c, TUHG_PRINT(e, g));
return c;
}
void operator()(ED ed) {
Tailr tailr = tails(ed, g);
Ti i = boost::begin(tailr), e = boost::end(tailr);
if (i == e) {
terminal_arcs.push_back(ed);
} else {
unsigned ntails_uniq = 0;
do {
Adj& a = adj[tail(*i, ed, g)];
if (a.size() && last_added(a) == ed) {
// last hyperarc with same tail = same hyperarc
} else { // new (unique) tail
add(a, Tail(ed)); // default multiplicity=1
++ntails_uniq;
}
++i;
} while (i != e);
put(unique_tails_pmap, ed, ntails_uniq);
}
}
void operator()(const hypergraph_type& source, hypergraph_type& target)
{
// first, copy...
target = source;
if (! source.is_valid()) return;
phrase_type binarized(2);
hypergraph_type::edge_type::node_set_type tails(2);
// we will traverse source-side in order to avoid confusion with newly created nodes...
removed_type removed(source.edges.size(), false);
position_set_type positions;
node_chart_type node_chart;
label_chart_type label_chart;
label_map.clear();
node_map.clear();
hypergraph_type::node_set_type::const_iterator niter_end = source.nodes.end();
for (hypergraph_type::node_set_type::const_iterator niter = source.nodes.begin(); niter != niter_end; ++ niter) {
const hypergraph_type::node_type& node_source = *niter;
hypergraph_type::node_type::edge_set_type::const_iterator eiter_end = node_source.edges.end();
for (hypergraph_type::node_type::edge_set_type::const_iterator eiter = node_source.edges.begin(); eiter != eiter_end; ++ eiter) {
const hypergraph_type::edge_type& edge_source = source.edges[*eiter];
if (edge_source.tails.size() <= 2) continue;
removed[edge_source.id] = true;
// we will create nodes in a chart structure, and exhaustively enumerate edges
symbol_set_type rhs_sorted(edge_source.rule->rhs);
tail_set_type tails_sorted(edge_source.tails);
// first, compute non-terminal spans...
positions.clear();
int pos = 0;
for (size_t i = 0; i != rhs_sorted.size(); ++ i)
if (rhs_sorted[i].is_non_terminal()) {
const int non_terminal_index = rhs_sorted[i].non_terminal_index();
tails_sorted[pos] = edge_source.tails[utils::bithack::branch(non_terminal_index == 0, pos, non_terminal_index - 1)];
rhs_sorted[i] = rhs_sorted[i].non_terminal();
positions.push_back(i);
++ pos;
}
if (positions.size() != edge_source.tails.size())
throw std::runtime_error("invalid edge: # of non-terminals and tails size do not match");
// seond, enumerate chart to compute node and edges...
node_chart.clear();
node_chart.resize(positions.size() + 1, hypergraph_type::invalid);
label_chart.clear();
label_chart.resize(positions.size() + 1);
for (size_t i = 0; i != positions.size(); ++ i) {
node_chart(i, i + 1) = tails_sorted[i];
label_chart(i, i + 1) = rhs_sorted[positions[i]];
}
for (size_t length = 2; length < positions.size(); ++ length)
for (size_t first = 0; first + length <= positions.size(); ++ first) {
const size_t last = first + length;
const symbol_set_type subrhs(rhs_sorted.begin() + positions[first], rhs_sorted.begin() + positions[last - 1] + 1);
const tail_set_type subtails(tails_sorted.begin() + first, tails_sorted.begin() + last);
std::pair<label_map_type::iterator, bool> result_label = label_map.insert(std::make_pair(subtails, symbol_type()));
if (result_label.second) {
const symbol_type::piece_type left = label_chart(first, last - 1).non_terminal_strip();
const symbol_type::piece_type right = label_chart(last - 1, last).non_terminal_strip();
if (length > 2)
result_label.first->second = '[' + std::string(left.begin(), left.end() - 1) + '+' + right + "^]";
else
result_label.first->second = '[' + std::string(left) + '+' + right + "^]";
}
std::pair<node_map_type::iterator, bool> result_node = node_map.insert(std::make_pair(tail_symbol_pair_type(subtails, subrhs), 0));
if (result_node.second)
result_node.first->second = target.add_node().id;
const symbol_type lhs = result_label.first->second;
const hypergraph_type::id_type head = result_node.first->second;
node_chart(first, last) = head;
label_chart(first, last) = lhs;
// if newly created, then, create edges
if (result_node.second)
for (size_t middle = first + 1; middle != last; ++ middle) {
// [first, middle) and [middle, last)
tails.front() = node_chart(first, middle);
tails.back() = node_chart(middle, last);
const size_t middle_first = positions[middle - 1] + 1;
const size_t middle_last = positions[middle];
binarized.clear();
binarized.push_back(label_chart(first, middle));
binarized.insert(binarized.end(), rhs_sorted.begin() + middle_first, rhs_sorted.begin() + middle_last);
binarized.push_back(label_chart(middle, last));
hypergraph_type::edge_type& edge_new = target.add_edge(tails.begin(), tails.end());
edge_new.rule = rule_type::create(rule_type(lhs, binarized.begin(), binarized.end()));
target.connect_edge(edge_new.id, head);
}
}
// root...
{
const size_t first = 0;
const size_t last = positions.size();
const hypergraph_type::id_type head = node_source.id;
const symbol_type& lhs = edge_source.rule->lhs;
node_chart(first, last) = head;
label_chart(first, last) = lhs;
for (size_t middle = first + 1; middle != last; ++ middle) {
// [first, middle) and [middle, last)
tails.front() = node_chart(first, middle);
tails.back() = node_chart(middle, last);
binarized.clear();
const size_t prefix_first = 0;
const size_t prefix_last = positions[first];
binarized.insert(binarized.end(), rhs_sorted.begin() + prefix_first, rhs_sorted.begin() + prefix_last);
binarized.push_back(label_chart(first, middle));
const size_t middle_first = positions[middle - 1] + 1;
const size_t middle_last = positions[middle];
binarized.insert(binarized.end(), rhs_sorted.begin() + middle_first, rhs_sorted.begin() + middle_last);
binarized.push_back(label_chart(middle, last));
const size_t suffix_first = positions[last - 1] + 1;
const size_t suffix_last = rhs_sorted.size();
binarized.insert(binarized.end(), rhs_sorted.begin() + suffix_first, rhs_sorted.begin() + suffix_last);
hypergraph_type::edge_type& edge_new = target.add_edge(tails.begin(), tails.end());
edge_new.rule = rule_type::create(rule_type(lhs, binarized.begin(), binarized.end()));
edge_new.features = edge_source.features;
edge_new.attributes = edge_source.attributes;
target.connect_edge(edge_new.id, head);
}
}
}
}
// further resize...
removed.resize(target.edges.size(), false);
hypergraph_type graph_removed;
topologically_sort(target, graph_removed, filter(removed));
target.swap(graph_removed);
}
void operator()(const lattice_type& lattice,
hypergraph_type& graph)
{
graph.clear();
actives.clear();
actives.resize(lattice.size() + 2, std::make_pair(hypergraph_type::invalid, hypergraph_type::invalid));
// initialize actives by axioms... (terminals)
for (size_t pos = 0; pos != lattice.size(); ++ pos) {
if (lattice[pos].size() != 1)
throw std::runtime_error("this is not a sentential lattice!");
// here, we will construct a partial hypergraph...
lattice_type::arc_set_type::const_iterator aiter_end = lattice[pos].end();
for (lattice_type::arc_set_type::const_iterator aiter = lattice[pos].begin(); aiter != aiter_end; ++ aiter) {
if (aiter->distance != 1)
throw std::runtime_error("this is not a sentential lattice");
hypergraph_type::edge_type& edge = graph.add_edge();
edge.rule = rule_type::create(rule_type(vocab_type::X, rule_type::symbol_set_type(1, aiter->label)));
edge.features = aiter->features;
edge.attributes[attr_dependency_pos] = attribute_set_type::int_type(pos + 1);
const hypergraph_type::id_type node_id = graph.add_node().id;
graph.connect_edge(edge.id, node_id);
actives(pos + 1, pos + aiter->distance + 1).first = node_id;
actives(pos + 1, pos + aiter->distance + 1).second = node_id;
#if 0
{
// right attachment
hypergraph_type::edge_type& edge = graph.add_edge(&node_id, (&node_id) + 1);
edge.rule = rule_reduce1;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(pos + 1 - 1);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(pos + 1);
const hypergraph_type::id_type node_id_next = graph.add_node().id;
graph.connect_edge(edge.id, node_id_next);
actives(pos + 1, pos + aiter->distance + 1).second = node_id_next;
}
#endif
}
}
hypergraph_type::edge_type::node_set_type tails(2);
const int last_max = lattice.size() + 1;
for (int last = 2; last <= last_max; ++ last)
for (int length = 2; last - length >= 0; ++ length) {
const int first = last - length;
id_pair_type& cell = actives(first, last);
cell.first = graph.add_node().id;
cell.second = graph.add_node().id;
for (int middle = first + 1; middle < last; ++ middle) {
if (first == 0 && middle == 1) {
// since we have [0^0, 1], we need to enumerate only two cases
if (last < last_max) {
tails.front() = actives(first, middle).first;
tails.back() = actives(middle, last).first;
hypergraph_type::edge_type& edge = graph.add_edge(tails.begin() + 1, tails.end());
edge.rule = rule_reduce1;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(last);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(middle);
graph.connect_edge(edge.id, cell.first);
}
{
tails.front() = actives(first, middle).first;
tails.back() = actives(middle, last).second;
hypergraph_type::edge_type& edge = graph.add_edge(tails.begin() + 1, tails.end());
edge.rule = rule_reduce1;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(first);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(middle);
graph.connect_edge(edge.id, cell.first);
}
} else {
// we need to enumerate 4 cases
if (last < last_max) {
{
tails.front() = actives(first, middle).first;
tails.back() = actives(middle, last).first;
// left attachment
hypergraph_type::edge_type& edge = graph.add_edge(tails.begin(), tails.end());
edge.rule = rule_reduce2;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(last);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(middle);
graph.connect_edge(edge.id, cell.first);
}
{
tails.front() = actives(first, middle).second;
tails.back() = actives(middle, last).first;
// left attachment
hypergraph_type::edge_type& edge = graph.add_edge(tails.begin(), tails.end());
edge.rule = rule_reduce2;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(last);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(middle);
graph.connect_edge(edge.id, cell.second);
}
}
{
tails.front() = actives(first, middle).first;
tails.back() = actives(middle, last).second;
// right attachment
hypergraph_type::edge_type& edge = graph.add_edge(tails.begin(), tails.end());
edge.rule = rule_reduce2;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(first);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(middle);
graph.connect_edge(edge.id, cell.first);
}
{
tails.front() = actives(first, middle).second;
tails.back() = actives(middle, last).second;
// right attachment
hypergraph_type::edge_type& edge = graph.add_edge(tails.begin(), tails.end());
edge.rule = rule_reduce2;
edge.attributes[attr_dependency_head] = attribute_set_type::int_type(first);
edge.attributes[attr_dependency_dependent] = attribute_set_type::int_type(middle);
graph.connect_edge(edge.id, cell.second);
}
}
}
}
// final...
graph.goal = actives(0, last_max).first;
graph.topologically_sort();
}
