dlx iterators
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@ -6,14 +6,16 @@
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namespace dlx {
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template <Cell* Cell::* direction> struct CellView;
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template <Cell* Cell::* direction> struct CellIterator;
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struct Cell {
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Cell *U, *D, *L, *R;
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std::size_t n;
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union {
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Cell* c;
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std::size_t s;
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Cell* c; // pointer to column cell belongs to
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std::size_t s; // number of elements in column
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};
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auto LR_self() -> void;
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@ -36,36 +38,26 @@ struct Cell {
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auto upwards() -> CellView<&Cell::U>;
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auto downwards() -> CellView<&Cell::D>;
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static auto ColNew() -> Cell*;
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auto ColAdd(std::size_t row_id) -> Cell*;
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static Cell* ColNew();
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};
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template <Cell* Cell::* direction>
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struct CellIterator {
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Cell* cell;
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auto operator==(CellIterator const&) const -> bool = default;
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auto operator* () const -> Cell& { return *cell; }
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auto operator->() const -> Cell* { return cell; }
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auto operator++() -> CellIterator& { cell = cell->*direction; return *this; }
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};
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template <Cell* Cell::* direction>
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struct CellView {
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Cell* cell;
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auto operator==(CellView const&) const -> bool = default;
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auto begin() const -> CellView;
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auto end() const -> CellView;
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auto operator*() -> Cell*;
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auto operator++() -> CellView&;
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auto begin() const -> CellIterator<direction> { return CellIterator<direction>{cell->*direction}; }
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auto end() const -> CellIterator<direction> { return CellIterator<direction>{cell}; };
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};
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template <Cell* Cell::* direction>
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auto CellView<direction>::begin() const -> CellView { return {cell->*direction}; }
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template <Cell* Cell::* direction>
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auto CellView<direction>::end() const -> CellView { return {cell}; }
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template <Cell* Cell::* direction>
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auto CellView<direction>::operator*() -> Cell* { return cell; }
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template <Cell* Cell::* direction>
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auto CellView<direction>::operator++() -> CellView& {
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cell = cell->*direction;
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return *this;
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}
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auto Cell::LR_self() -> void { L = R = this; }
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auto Cell::UD_self() -> void { U = D = this; }
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auto Cell::LR_delete() -> void { L->R = R; R->L = L; }
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@ -95,19 +87,19 @@ auto Cell::ColAdd(std::size_t row_id) -> Cell*
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auto Cell::CoverCol() -> void {
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LR_delete();
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for (auto const i : downwards()) {
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for (auto const j : i->rightwards()) {
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j->UD_delete();
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j->c->s--;
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for (auto & i : downwards()) {
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for (auto & j : i.rightwards()) {
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j.UD_delete();
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j.c->s--;
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}
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}
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}
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auto Cell::UncoverCol() -> void {
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for (auto const i : upwards()) {
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for (auto const j : i->leftwards()) {
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j->c->s++;
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j->UD_restore();
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for (auto & i : upwards()) {
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for (auto & j : i.leftwards()) {
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j.c->s++;
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j.UD_restore();
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}
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}
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LR_restore();
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@ -198,8 +190,8 @@ auto Dlx::Set(std::size_t row, std::size_t col) -> void {
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// Ignore duplicates.
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if (r->c->n == col) return;
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for (auto const cursor : r->rightwards()) {
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if (cursor->c->n == col) return;
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for (auto const& cursor : r->rightwards()) {
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if (cursor.c->n == col) return;
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}
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// Otherwise insert at end of LR list.
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@ -209,8 +201,8 @@ auto Dlx::Set(std::size_t row, std::size_t col) -> void {
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auto Dlx::PickRow(std::size_t i) -> void {
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if (auto r = rtab_.at(i)) {
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r->c->CoverCol();
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for (auto const j : r->rightwards()) {
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j->c->CoverCol();
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for (auto & j : r->rightwards()) {
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j.c->CoverCol();
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}
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}
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}
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@ -219,9 +211,9 @@ auto Dlx::RemoveRow(std::size_t i) -> void {
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if (auto & r = rtab_.at(i)) {
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r->UD_delete();
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r->c->s--;
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for (auto const j : r->rightwards()) {
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j->UD_delete();
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j->c->s--;
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for (auto & j : r->rightwards()) {
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j.UD_delete();
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j.c->s--;
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}
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r = nullptr;
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}
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@ -240,9 +232,9 @@ auto Dlx::Solve(
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}
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auto s = c->s;
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for (auto const i : root_->rightwards()) {
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if (i->s < s) {
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s = (c = i)->s;
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for (auto & i : root_->rightwards()) {
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if (i.s < s) {
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s = (c = &i)->s;
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}
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}
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@ -251,15 +243,15 @@ auto Dlx::Solve(
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}
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c->CoverCol();
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for (auto const r : c->downwards()) {
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if (try_cb(c->n, s, r->n)) [[unlikely]] return true;
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for (auto const j : r->rightwards()) {
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j->c->CoverCol();
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for (auto & r : c->downwards()) {
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if (try_cb(c->n, s, r.n)) [[unlikely]] return true;
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for (auto & j : r.rightwards()) {
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j.c->CoverCol();
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}
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if (self(self)) [[unlikely]] return true;
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if (undo_cb()) [[unlikely]] return true;
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for (auto const j : r->leftwards()) {
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j->c->UncoverCol();
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for (auto & j : r.leftwards()) {
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j.c->UncoverCol();
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}
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}
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c->UncoverCol();
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