- "Finished" sequence.h, there's more to do, but the basic functionality is there
- bintree.h is implemented according to the needs of sequence.h at present
This commit is contained in:
@@ -371,7 +371,7 @@ class RDTreePrinter:
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index += '└'
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index += '─'
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index += '[{}, {}]'.format(node, i)
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index += '[{}]'.format(node)
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return index, value
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@@ -389,6 +389,66 @@ class RDTreePrinter:
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return self.Iterator(self.tree, 0, self.capacity)
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# BINTREE ==============================================================================================================
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class BinTreePrinter:
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"""Print a fennec::bintree"""
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class Iterator:
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def __init__(self, tree, node, capacity):
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self.tree = tree
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self.capacity = capacity
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self.visit = deque()
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self.visit.append((node, 0, 0))
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def __iter__(self):
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return self
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def __next__(self):
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if len(self.visit) == 0:
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raise StopIteration
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node = self.visit[0][0]
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i = self.visit[0][1]
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depth = self.visit[0][2]
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self.visit.popleft()
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value = self.tree[node]['value']
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left = self.tree[node]['left']
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right = self.tree[node]['right']
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if right < self.capacity:
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self.visit.appendleft((right, 1, depth + 1))
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if left < self.capacity:
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self.visit.appendleft((left, 0, depth + 1))
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index = '⠀' * depth * 2 # Uses Braille Space, otherwise it would get eaten as whitespace by parsers
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if i == 0:
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index += '├'
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else:
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index += '└'
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index += '─'
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index += '[{}]'.format(node)
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return index, value
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def __init__(self, val):
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self.tree = val['_table']['_data']
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self.size = val['_size']
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self.root = val['_root']
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self.capacity = val['_table']['_capacity']
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def to_string(self):
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if self.size == 0:
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return "{ empty }"
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return "{ size = " + str(self.size) + " }"
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def children(self):
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return self.Iterator(self.tree, self.root, self.capacity)
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# Graph ================================================================================================================
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class GraphPrinter:
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@@ -475,6 +535,8 @@ def register_printers():
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pp.add_printer('fennec::pair', '^fennec::pair<.*>$', PairPrinter)
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pp.add_printer('fennec::set', '^fennec::set<.*>$', SetPrinter)
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pp.add_printer('fennec::rdtree', '^fennec::rdtree<.*>$', RDTreePrinter)
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pp.add_printer('fennec::bintree', '^fennec::bintree<.*>$', BinTreePrinter)
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pp.add_printer('fennec::sequence', '^fennec::sequence<.*>$', BinTreePrinter)
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pp.add_printer('fennec::tuple', '^fennec::tuple<.*>$', TuplePrinter)
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return pp
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@@ -86,6 +86,10 @@ protected:
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right = npos;
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depth = npos;
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}
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size_t& operator[](bool d) {
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return d ? right : left;
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}
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};
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using table_t = allocation<node, alloc_t>;
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@@ -144,6 +148,12 @@ public:
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return _size;
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}
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///
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/// \returns `true` when there are no elements in the tree, `false` otherwise.
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constexpr bool empty() const {
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return _size == 0;
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}
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///
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/// \returns The capacity of the underlying allocation
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constexpr size_t capacity() const {
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@@ -206,6 +216,27 @@ public:
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return i >= _table.size() ? npos : _table[i].right;
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}
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///
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/// \details \f$O(1)\f$
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/// \param i The node id
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/// \param dir The direction to go `true` for right, `false` for left
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/// \returns The child in the direction specified by `dir`
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constexpr size_t child(size_t i, bool dir) const {
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return dir ? right(i) : left(i);
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}
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///
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/// \details \f$O(1)\f$
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/// \param i The node id
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/// \returns `true` if `i` is the right node of `parent(i)`, `false` otherwise
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constexpr bool direction(size_t i) const {
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size_t p = parent(i);
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if (p >= _table.capacity()) {
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return false;
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}
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return i == right(p);
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}
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///
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/// \brief \f$O(1)\f$
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/// \param i The id of the node
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@@ -415,6 +446,32 @@ public:
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_table[l].right = r;
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}
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///
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/// \brief Perform a Tree Rotation at `i` in the specified direction
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/// \param i The root node for the rotation
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/// \param dir The direction to rotate, `true` for right, `false` for left
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constexpr size_t rotate(size_t sub, bool dir) {
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if (sub >=_table.size()) {
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return npos;
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}
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size_t sub_parent = parent(sub);
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size_t new_root = child(sub, not dir);
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size_t new_child = child(new_root, dir);
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child(sub, not dir) = new_child;
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parent(new_child) = sub;
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child(new_root, dir) = sub;
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parent(new_root) = sub_parent;
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parent(sub) = new_root;
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if (sub_parent != npos) {
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child(sub_parent, sub == right(sub_parent)) = new_root;
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} else {
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_root = new_root;
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}
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return new_root;
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}
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///
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/// \brief Clears the tree, destroying all elements
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constexpr void clear() {
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@@ -640,6 +697,10 @@ public:
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_order(*tree, root);
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}
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size_t index() const {
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return _n;
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}
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iterator& operator++() {
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return _n = _order[*_tree, _n, traversal_control_continue], *this;
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}
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@@ -745,6 +806,10 @@ protected:
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return i >= _table.size() ? sink : _table[i].right;
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}
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constexpr size_t& child(size_t i, bool dir) {
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return dir ? right(i) : left(i);
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}
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constexpr size_t& sibling(size_t i) {
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size_t p = parent(i);
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size_t& l = left(p);
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@@ -92,18 +92,25 @@ protected:
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using base_t::left;
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using base_t::right;
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using base_t::child;
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using base_t::direction;
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using base_t::parent;
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using base_t::grandparent;
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using base_t::sibling;
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using base_t::parsib;
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using base_t::left_most;
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using base_t::right_most;
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using base_t::insert_left;
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using base_t::insert_right;
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using base_t::rotate;
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using base_t::rotate_left;
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using base_t::rotate_right;
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using base_t::_table;
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using base_t::_freed;
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using base_t::_root;
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using base_t::_size;
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@@ -179,6 +186,10 @@ public:
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/// \returns The capacity of the underlying allocation
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using base_t::capacity;
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///
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/// \returns `true` when there are no elements in the sequence, `false` otherwise.
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using base_t::empty;
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/// @}
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// Modifiers ===========================================================================================================
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@@ -213,8 +224,7 @@ public:
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}
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constexpr void erase(const value_t& val) {
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size_t i = find(val)._n;
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_erase_bst(val);
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}
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///
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@@ -289,11 +299,11 @@ protected:
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}
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constexpr bool& _color(size_t i) {
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return i >= _table.capacity() ? color_sink : _table[i].value.second;
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return i >= _table.capacity() ? color_sink = false : _table[i].value.second;
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}
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constexpr bool _color(size_t i) const {
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return i >= _table.capacity() ? color_sink : _table[i].value.second;
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return i >= _table.capacity() ? color_sink = false : _table[i].value.second;
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}
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template<typename...ArgsT>
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@@ -352,6 +362,92 @@ protected:
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}
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_color(_root) = black;
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}
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constexpr void _shift(size_t u, size_t v) {
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if (parent(u) == npos) {
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_root = v;
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} else {
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child(parent(u), direction(u)) = v;
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}
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if (v != npos) {
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parent(v) = parent(u);
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}
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}
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constexpr void _erase_bst(const value_t& val) {
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size_t z = find(val).index();
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size_t y = z;
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size_t x = npos;
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bool c = _color(y);
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size_t p = npos;
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if (left(z) == npos) {
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x = right(z);
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p = parent(z);
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_shift(z, x);
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} else if (right(z) == npos) {
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x = left(z);
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p = parent(z);
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_shift(z, x);
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} else {
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y = left_most(right(z));
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c = _color(y);
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x = right(y);
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p = (parent(y) == z) ? y : parent(y);
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if (parent(y) != z) {
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_shift(y, right(y));
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right(y) = right(z);
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parent(right(y)) = y;
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}
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_shift(z, y);
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left(y) = left(z);
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if (left(y))
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parent(left(y)) = y;
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_color(y) = _color(z);
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}
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fennec::destruct(&_table[z]);
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--_size;
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if (c == black) {
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_fix_erase(x, p);
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}
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}
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constexpr void _fix_erase(size_t x, size_t p) {
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while (x != _root && _color(x) == black) {
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bool dir = direction(x);
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size_t w = child(p, not dir);
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if (_color(w) == red) {
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_color(w) = black;
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_color(p) = red;
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w = rotate(p, dir);
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}
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if (w == npos || (_color(left(w)) == black && _color(right(w)) == black)) {
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_color(w) = red;
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x = p;
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p = parent(x);
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} else {
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if (_color(child(w, not dir)) == black) {
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_color(child(w, dir)) = black;
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_color(w) = red;
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rotate(w, not dir);
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w = child(p, not dir);
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}
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_color(w) = _color(p);
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_color(p) = black;
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_color(child(w, not dir)) = black;
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rotate(p, dir);
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x = _root;
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break;
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}
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}
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_color(x) = black;
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}
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};
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}
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@@ -51,7 +51,10 @@ inline void fennec_test_containers_sequence() {
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for (size_t v : ref) {
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assertf(test.contains(v), "Failed Sequence Test!");
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test.erase(v);
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}
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fennec_test_run(test.empty(), true);
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}
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}
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