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/*
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* Copyright ( c ) 2021 , Idan Horowitz < idan . horowitz @ serenityos . org >
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*
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* SPDX - License - Identifier : BSD - 2 - Clause
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*/
# pragma once
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# include <AK/IntrusiveDetails.h>
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# include <AK/RedBlackTree.h>
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namespace AK : : Detail {
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template < Integral K , typename V , typename Container = RawPtr < V > >
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class IntrusiveRedBlackTreeNode ;
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struct ExtractIntrusiveRedBlackTreeTypes {
template < typename K , typename V , typename Container , typename T >
static K key ( IntrusiveRedBlackTreeNode < K , V , Container > T : : * x ) ;
template < typename K , typename V , typename Container , typename T >
static V value ( IntrusiveRedBlackTreeNode < K , V , Container > T : : * x ) ;
template < typename K , typename V , typename Container , typename T >
static Container container ( IntrusiveRedBlackTreeNode < K , V , Container > T : : * x ) ;
} ;
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template < Integral K , typename V , typename Container = RawPtr < V > >
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using SubstitutedIntrusiveRedBlackTreeNode = IntrusiveRedBlackTreeNode < K , V , typename SubstituteIntrusiveContainerType < V , Container > : : Type > ;
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template < Integral K , typename V , typename Container , SubstitutedIntrusiveRedBlackTreeNode < K , V , Container > V : : * member >
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class IntrusiveRedBlackTree : public BaseRedBlackTree < K > {
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public :
IntrusiveRedBlackTree ( ) = default ;
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virtual ~ IntrusiveRedBlackTree ( ) override
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{
clear ( ) ;
}
using BaseTree = BaseRedBlackTree < K > ;
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using TreeNode = SubstitutedIntrusiveRedBlackTreeNode < K , V , Container > ;
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Container find ( K key )
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{
auto * node = static_cast < TreeNode * > ( BaseTree : : find ( this - > m_root , key ) ) ;
if ( ! node )
return nullptr ;
return node_to_value ( * node ) ;
}
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Container find_largest_not_above ( K key )
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{
auto * node = static_cast < TreeNode * > ( BaseTree : : find_largest_not_above ( this - > m_root , key ) ) ;
if ( ! node )
return nullptr ;
return node_to_value ( * node ) ;
}
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Container find_smallest_not_below ( K key )
{
auto * node = static_cast < TreeNode * > ( BaseTree : : find_smallest_not_below ( this - > m_root , key ) ) ;
if ( ! node )
return nullptr ;
return node_to_value ( * node ) ;
}
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void insert ( K key , V & value )
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{
auto & node = value . * member ;
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VERIFY ( ! node . m_in_tree ) ;
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static_cast < typename BaseTree : : Node & > ( node ) . key = key ;
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BaseTree : : insert ( & node ) ;
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if constexpr ( ! TreeNode : : IsRaw )
node . m_self . reference = & value ; // Note: Self-reference ensures that the object will keep a ref to itself when the Container is a smart pointer.
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node . m_in_tree = true ;
}
template < typename ElementType >
class BaseIterator {
public :
BaseIterator ( ) = default ;
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bool operator ! = ( BaseIterator const & other ) const { return m_node ! = other . m_node ; }
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BaseIterator & operator + + ( )
{
if ( ! m_node )
return * this ;
m_prev = m_node ;
// the complexity is O(logn) for each successor call, but the total complexity for all elements comes out to O(n), meaning the amortized cost for a single call is O(1)
m_node = static_cast < TreeNode * > ( BaseTree : : successor ( m_node ) ) ;
return * this ;
}
BaseIterator & operator - - ( )
{
if ( ! m_prev )
return * this ;
m_node = m_prev ;
m_prev = static_cast < TreeNode * > ( BaseTree : : predecessor ( m_prev ) ) ;
return * this ;
}
ElementType & operator * ( )
{
VERIFY ( m_node ) ;
return * node_to_value ( * m_node ) ;
}
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auto operator - > ( )
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{
VERIFY ( m_node ) ;
return node_to_value ( * m_node ) ;
}
[ [ nodiscard ] ] bool is_end ( ) const { return ! m_node ; }
[ [ nodiscard ] ] bool is_begin ( ) const { return ! m_prev ; }
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[ [ nodiscard ] ] auto key ( ) const { return m_node - > key ; }
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private :
friend class IntrusiveRedBlackTree ;
explicit BaseIterator ( TreeNode * node , TreeNode * prev = nullptr )
: m_node ( node )
, m_prev ( prev )
{
}
TreeNode * m_node { nullptr } ;
TreeNode * m_prev { nullptr } ;
} ;
using Iterator = BaseIterator < V > ;
Iterator begin ( ) { return Iterator ( static_cast < TreeNode * > ( this - > m_minimum ) ) ; }
Iterator end ( ) { return { } ; }
Iterator begin_from ( K key ) { return Iterator ( static_cast < TreeNode * > ( BaseTree : : find ( this - > m_root , key ) ) ) ; }
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Iterator begin_from ( V & value ) { return Iterator ( & ( value . * member ) ) ; }
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using ConstIterator = BaseIterator < V const > ;
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ConstIterator begin ( ) const { return ConstIterator ( static_cast < TreeNode * > ( this - > m_minimum ) ) ; }
ConstIterator end ( ) const { return { } ; }
ConstIterator begin_from ( K key ) const { return ConstIterator ( static_cast < TreeNode * > ( BaseTree : : find ( this - > m_rootF , key ) ) ) ; }
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ConstIterator begin_from ( V const & value ) const { return Iterator ( & ( value . * member ) ) ; }
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bool remove ( K key )
{
auto * node = static_cast < TreeNode * > ( BaseTree : : find ( this - > m_root , key ) ) ;
if ( ! node )
return false ;
BaseTree : : remove ( node ) ;
node - > right_child = nullptr ;
node - > left_child = nullptr ;
node - > m_in_tree = false ;
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if constexpr ( ! TreeNode : : IsRaw )
node - > m_self . reference = nullptr ;
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return true ;
}
void clear ( )
{
clear_nodes ( static_cast < TreeNode * > ( this - > m_root ) ) ;
this - > m_root = nullptr ;
this - > m_minimum = nullptr ;
this - > m_size = 0 ;
}
private :
static void clear_nodes ( TreeNode * node )
{
if ( ! node )
return ;
clear_nodes ( static_cast < TreeNode * > ( node - > right_child ) ) ;
node - > right_child = nullptr ;
clear_nodes ( static_cast < TreeNode * > ( node - > left_child ) ) ;
node - > left_child = nullptr ;
node - > m_in_tree = false ;
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if constexpr ( ! TreeNode : : IsRaw )
node - > m_self . reference = nullptr ;
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}
static V * node_to_value ( TreeNode & node )
{
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return bit_cast < V * > ( bit_cast < u8 * > ( & node ) - bit_cast < u8 * > ( member ) ) ;
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}
} ;
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template < Integral K , typename V , typename Container >
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class IntrusiveRedBlackTreeNode : public BaseRedBlackTree < K > : : Node {
public :
~ IntrusiveRedBlackTreeNode ( )
{
VERIFY ( ! is_in_tree ( ) ) ;
}
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[ [ nodiscard ] ] bool is_in_tree ( ) const
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{
return m_in_tree ;
}
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[ [ nodiscard ] ] K key ( ) const
{
return BaseRedBlackTree < K > : : Node : : key ;
}
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static constexpr bool IsRaw = IsPointer < Container > ;
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# if !defined(AK_COMPILER_CLANG)
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private :
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template < Integral TK , typename TV , typename TContainer , SubstitutedIntrusiveRedBlackTreeNode < TK , TV , TContainer > TV : : * member >
friend class : : AK : : Detail : : IntrusiveRedBlackTree ;
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# endif
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bool m_in_tree { false } ;
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[ [ no_unique_address ] ] SelfReferenceIfNeeded < Container , IsRaw > m_self ;
} ;
// Specialise IntrusiveRedBlackTree for NonnullRefPtr
// By default, red black trees cannot contain null entries anyway, so switch to RefPtr
// and just make the user-facing functions deref the pointers.
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template < Integral K , typename V , SubstitutedIntrusiveRedBlackTreeNode < K , V , NonnullRefPtr < V > > V : : * member >
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class IntrusiveRedBlackTree < K , V , NonnullRefPtr < V > , member > : public IntrusiveRedBlackTree < K , V , RefPtr < V > , member > {
public :
[ [ nodiscard ] ] NonnullRefPtr < V > find ( K key ) const { return IntrusiveRedBlackTree < K , V , RefPtr < V > , member > : : find ( key ) . release_nonnull ( ) ; }
[ [ nodiscard ] ] NonnullRefPtr < V > find_largest_not_above ( K key ) const { return IntrusiveRedBlackTree < K , V , RefPtr < V > , member > : : find_largest_not_above ( key ) . release_nonnull ( ) ; }
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[ [ nodiscard ] ] NonnullRefPtr < V > find_smallest_not_below ( K key ) const { return IntrusiveRedBlackTree < K , V , RefPtr < V > , member > : : find_smallest_not_below ( key ) . release_nonnull ( ) ; }
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} ;
}
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namespace AK {
template < Integral K , typename V , typename Container = RawPtr < K > >
using IntrusiveRedBlackTreeNode = Detail : : SubstitutedIntrusiveRedBlackTreeNode < K , V , Container > ;
template < auto member >
using IntrusiveRedBlackTree = Detail : : IntrusiveRedBlackTree <
decltype ( Detail : : ExtractIntrusiveRedBlackTreeTypes : : key ( member ) ) ,
decltype ( Detail : : ExtractIntrusiveRedBlackTreeTypes : : value ( member ) ) ,
decltype ( Detail : : ExtractIntrusiveRedBlackTreeTypes : : container ( member ) ) ,
member > ;
}
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# if USING_AK_GLOBALLY
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using AK : : IntrusiveRedBlackTree ;
using AK : : IntrusiveRedBlackTreeNode ;
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# endif