Extract a for_n_best algorithm from completion function
Provide the heap based n-best algorithm through a nice interface.
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@ -993,17 +993,15 @@ void define_command(const ParametersParser& parser, Context& context, const Shel
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}
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constexpr size_t max_count = 100;
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// Gather best max_count matches
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auto greater = [](auto& lhs, auto& rhs) { return rhs < lhs; };
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auto first = matches.begin(), last = matches.end();
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std::make_heap(first, last, greater);
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CandidateList res;
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while (res.size() < max_count and first != last)
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{
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if (res.empty() or res.back() != first->candidate())
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res.push_back(first->candidate().str());
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std::pop_heap(first, last--, greater);
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}
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// Gather best max_count matches
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for_n_best(matches, max_count, [](auto& lhs, auto& rhs) { return rhs < lhs; },
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[&] (RankedMatch& m) {
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if (not res.empty() and res.back() == m.candidate())
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return false;
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res.push_back(m.candidate().str());
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return true;
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});
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return Completions{ 0_byte, pos_in_token, std::move(res) };
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};
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@ -177,30 +177,27 @@ InsertCompletion complete_word(const SelectionList& sels,
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constexpr size_t max_count = 100;
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// Gather best max_count matches
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auto greater = [](auto& lhs, auto& rhs) { return rhs < lhs; };
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auto first = matches.begin(), last = matches.end();
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std::make_heap(first, last, greater);
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InsertCompletion::CandidateList candidates;
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candidates.reserve(std::min(matches.size(), max_count));
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while (candidates.size() < max_count and first != last)
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{
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if (candidates.empty() or candidates.back().completion != first->candidate())
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{
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for_n_best(matches, max_count, [](auto& lhs, auto& rhs) { return rhs < lhs; },
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[&](RankedMatchAndBuffer& m) {
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if (not candidates.empty() and candidates.back().completion == m.candidate())
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return false;
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DisplayLine menu_entry;
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if (other_buffers && first->buffer)
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if (other_buffers && m.buffer)
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{
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const auto pad_len = longest + 1 - first->candidate().char_length();
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menu_entry.push_back(first->candidate().str());
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const auto pad_len = longest + 1 - m.candidate().char_length();
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menu_entry.push_back(m.candidate().str());
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menu_entry.push_back(String{' ', pad_len});
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menu_entry.push_back({ first->buffer->display_name(), faces["MenuInfo"] });
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menu_entry.push_back({ m.buffer->display_name(), faces["MenuInfo"] });
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}
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else
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menu_entry.push_back(first->candidate().str());
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menu_entry.push_back(m.candidate().str());
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candidates.push_back({first->candidate().str(), "", std::move(menu_entry)});
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}
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std::pop_heap(first, last--, greater);
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}
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candidates.push_back({m.candidate().str(), "", std::move(menu_entry)});
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return true;
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});
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return { std::move(candidates), word_begin, cursor_pos, buffer.timestamp() };
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}
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@ -364,6 +364,20 @@ Init accumulate(Range&& c, Init&& init, BinOp&& op)
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return std::accumulate(begin(c), end(c), init, op);
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}
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template<typename Range, typename Compare, typename Func>
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void for_n_best(Range&& c, size_t count, Compare&& compare, Func&& func)
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{
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using std::begin; using std::end;
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auto b = begin(c), e = end(c);
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std::make_heap(b, e, compare);
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while (count > 0 and b != e)
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{
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if (func(*b))
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--count;
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std::pop_heap(b, e--, compare);
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}
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}
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template<typename Container>
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auto gather()
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{
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