diff --git a/alib2std/src/extensions/heaps/BinomialHeap.h b/alib2std/src/extensions/heaps/BinomialHeap.h
index 9cb97d3b1aceac621c87cdf03aba50efb29b50dc..3e5293d76ed1c404bbcd2f82d749ecd79e60d6db 100644
--- a/alib2std/src/extensions/heaps/BinomialHeap.h
+++ b/alib2std/src/extensions/heaps/BinomialHeap.h
@@ -1,8 +1,8 @@
/*
* BinomialHeap.h
*
- * Created on: Apr 7, 2016
- * Author: Jan Broz
+ * Created on: Apr 7, 2016
+ * Author: Jan Broz
*/
#ifndef BINOMIAL_HEAP_INCLUDED
@@ -12,82 +12,89 @@
namespace alib {
-/// binomial heap used as mergeable priority queue
-template< typename elem_t >
+// binomial heap used as mergeable priority queue
+template < typename T, typename Comparator >
class BinomialHeap {
+ int threeWay ( const T & a, const T & b ) const {
+ bool less = _compare ( a, b );
+ bool more = _compare ( b, a );
+ if ( ! less && ! more )
+ return 0;
+ else if ( less )
+ return -1;
+ else
+ return 1;
+ }
+
public:
- BinomialHeap( int (* compare)( const elem_t &, const elem_t & ) );
+ BinomialHeap ( Comparator comparator = Comparator ( ) ) : _head( nullptr ), _size( 0 ), _compare ( comparator ) {
+ }
- ~BinomialHeap();
+ ~BinomialHeap ( );
- /// inserts a node with new value into the heap
- void insert( const elem_t & value );
+ // inserts a node with new value into the heap
+ void insert ( const T & value );
- /// finds the maximum value in the heap
- const elem_t & getMax() const {
- return (*searchMax( const_cast<Node**>(&_head) ))->value;
+ // finds the maximum value in the heap
+ const T & getMax ( ) const {
+ return ( * searchMax ( const_cast < Node * * > ( & _head ) ) )->value;
}
- /// finds and removes the maximum value from the heap
- elem_t extractMax();
+ // finds and removes the maximum value from the heap
+ T extractMax ( );
- /// merges this heap with another heap (!! this is a DESTRUCTIVE merge, heap in argument will be cleared !!)
- void mergeWith( BinomialHeap<elem_t> && that );
+ // merges this heap with another heap (!! this is a DESTRUCTIVE merge, heap in argument will be cleared !!)
+ void mergeWith ( BinomialHeap< T, Comparator > && that );
- size_t size() const {
+ size_t size ( ) const {
return _size;
}
protected:
struct Node {
- elem_t value;
- unsigned degree;
+ T value;
+ unsigned degree;
Node * parent;
Node * child;
Node * sibling;
- Node( const elem_t & val, unsigned deg = 0, Node * par = nullptr, Node * chld = nullptr, Node * sib = nullptr )
- : value(val), degree(deg), parent(par), child(chld), sibling(sib) {}
+ Node( const T & val, unsigned deg = 0, Node * par = nullptr, Node * chld = nullptr, Node * sib = nullptr )
+ : value ( val ), degree ( deg ), parent ( par ), child ( chld ), sibling ( sib ) { }
};
- Node * _head; ///< head of a singly linked list of binomial trees
- size_t _size; ///< count of elements stored in the heap
- int (* _compare)( const elem_t &, const elem_t & ); ///< user-defined comparator function
+ Node * _head; //< head of a singly linked list of binomial trees
+ size_t _size; //< count of elements stored in the heap
+ Comparator _compare; //< user-defined comparator function
protected:
- /// deletes one linked list of binomial trees
+ // deletes one linked list of binomial trees
void deleteTreeList( Node * head );
- /// searches the linked list and returns address of variable pointing to the node with maximum value
+ // searches the linked list and returns address of variable pointing to the node with maximum value
Node * * searchMax( Node * * head ) const;
- /// merges linked lists from 2 binomial heaps and returns address of head of the new linked list
+ // merges linked lists from 2 binomial heaps and returns address of head of the new linked list
- Node * mergeHeaps( Node * head1, Node * head2 );
- /// merges 2 linked lists of binomial trees and sorts the trees by increasing degree
+ Node * mergeHeaps( Node * head1, Node * head2 );
+ // merges 2 linked lists of binomial trees and sorts the trees by increasing degree
- Node * mergeListsByDeg( Node * head1, Node * head2 );
- /// reverses a linked list
+ Node * mergeListsByDeg( Node * head1, Node * head2 );
+ // reverses a linked list
- Node * reverseList( Node * head );
- /// links root of tree1 to root of tree2 (tree1 becomes child of tree2)
- Node * linkTreeToTree( Node * root1, Node * root2 );
+ Node * reverseList( Node * head );
+ // links root of tree1 to root of tree2 (tree1 becomes child of tree2)
+ Node * linkTreeToTree( Node * root1, Node * root2 );
};
-
-template< typename elem_t >
-BinomialHeap<elem_t>::BinomialHeap( int (* compare)( const elem_t &, const elem_t & ) ) : _head( nullptr ), _size( 0 ), _compare( compare ) {
-}
-
-template< typename elem_t >
-BinomialHeap<elem_t>::~BinomialHeap() {
+template < typename T, typename Comparator >
+BinomialHeap < T, Comparator >::~BinomialHeap() {
deleteTreeList( _head );
}
-template< typename elem_t >
-void BinomialHeap<elem_t>::deleteTreeList( Node * head ) {
+template < typename T, typename Comparator >
+void BinomialHeap < T, Comparator >::deleteTreeList( Node * head ) {
while (head != nullptr) {
Node * sibling = head->sibling;
deleteTreeList( head->child );
@@ -96,51 +103,51 @@ void BinomialHeap<elem_t>::deleteTreeList( Node * head ) {
}
}
-template< typename elem_t >
-void BinomialHeap<elem_t>::insert( const elem_t & value ) {
+template < typename T, typename Comparator >
+void BinomialHeap < T, Comparator >::insert( const T & value ) {
Node * newNode = new Node( value, 0, nullptr, nullptr, nullptr );
_head = mergeHeaps( _head, newNode ); // merge the current heap with the newNode,
- // as if the newNode was a single-element heap
+ // as if the newNode was a single-element heap
_size++;
}
-template< typename elem_t >
-elem_t BinomialHeap<elem_t>::extractMax() {
+template< typename T, typename Comparator >
+T BinomialHeap< T, Comparator >::extractMax() {
if ( _size == 0 )
throw std::out_of_range ( "Heap is empty." );
- Node * * ptrToMax = searchMax( &_head ); // find the node with maximum value
+ Node * * ptrToMax = searchMax( &_head ); // find the node with maximum value
Node * max = *ptrToMax;
- *ptrToMax = max->sibling; // disconnect it from the linked list
+ *ptrToMax = max->sibling; // disconnect it from the linked list
- Node * chlHead = reverseList( max->child ); // merge them with the heap in reversed order
+ Node * chlHead = reverseList( max->child ); // merge them with the heap in reversed order
_head = mergeHeaps( this->_head, chlHead );
_size--;
- elem_t maxVal = max->value;
- delete max; // extract the value from node and return it
+ T maxVal = max->value;
+ delete max; // extract the value from node and return it
return maxVal;
}
-template< typename elem_t >
-void BinomialHeap<elem_t>::mergeWith( BinomialHeap<elem_t> && that ) {
- if (this->_compare != that._compare) // nodes of these heaps are sorted by different condition
+template < typename T, typename Comparator >
+void BinomialHeap < T, Comparator >::mergeWith( BinomialHeap< T, Comparator > && that ) {
+ if (this->_compare != that._compare) // nodes of these heaps are sorted by different condition
throw std::logic_error("compare functions aren't equal, unable to merge");
- this->_head = mergeHeaps( this->_head, that._head ); // move the other heap into this heap
+ this->_head = mergeHeaps( this->_head, that._head ); // move the other heap into this heap
that._head = nullptr;
this->_size += that._size;
that._size = 0;
}
-template< typename elem_t >
-typename BinomialHeap<elem_t>::Node * * BinomialHeap<elem_t>::searchMax( Node * * head ) const {
+template < typename T, typename Comparator >
+typename BinomialHeap < T, Comparator >::Node * * BinomialHeap< T, Comparator >::searchMax( Node * * head ) const {
Node * max = *head, * * ptrToMax = head;
for (Node * actual = * head, * prev = nullptr; actual != nullptr; prev = actual, actual = actual->sibling) {
- if (_compare( actual->value, max->value ) > 0) {
+ if ( threeWay ( actual->value, max->value ) > 0) {
max = actual;
ptrToMax = &prev->sibling;
}
@@ -148,15 +155,15 @@ typename BinomialHeap<elem_t>::Node * * BinomialHeap<elem_t>::searchMax( Node *
return ptrToMax;
}
-template< typename elem_t >
-typename BinomialHeap<elem_t>::Node * BinomialHeap<elem_t>::mergeHeaps( Node * head1, Node * head2 ) {
+template < typename T, typename Comparator >
+typename BinomialHeap < T, Comparator >::Node * BinomialHeap< T, Comparator >::mergeHeaps( Node * head1, Node * head2 ) {
if ( ! head1 )
return head2;
if ( ! head2 )
return head1;
- head1 = mergeListsByDeg( head1, head2 ); // first, merge the lists of trees by their degrees
+ head1 = mergeListsByDeg( head1, head2 ); // first, merge the lists of trees by their degrees
Node * actual = head1;
Node * * toLink = & head1;
@@ -164,45 +171,45 @@ typename BinomialHeap<elem_t>::Node * BinomialHeap<elem_t>::mergeHeaps( Node * h
Node * next = actual->sibling;
if (actual->degree != next->degree || (next->sibling && next->sibling->degree == actual->degree)) {
- toLink = &actual->sibling; // not merging trees with same degree
- actual = next; // or postponing the merge by 1 iteration
- } else if (_compare( actual->value, next->value ) >= 0) {
- actual->sibling = next->sibling; // merging 2 binomial trees with same degree
- actual = linkTreeToTree( next, actual ); // 'next' becomes child of 'actual'
+ toLink = &actual->sibling; // not merging trees with same degree
+ actual = next; // or postponing the merge by 1 iteration
+ } else if ( threeWay ( actual->value, next->value ) >= 0) {
+ actual->sibling = next->sibling; // merging 2 binomial trees with same degree
+ actual = linkTreeToTree( next, actual ); // 'next' becomes child of 'actual'
} else {
- *toLink = next; // merging 2 binomial trees with same degree
- actual = linkTreeToTree( actual, next ); // 'actual' becomes child of 'next'
+ *toLink = next; // merging 2 binomial trees with same degree
+ actual = linkTreeToTree( actual, next ); // 'actual' becomes child of 'next'
}
}
return head1;
}
-template< typename elem_t >
-typename BinomialHeap<elem_t>::Node * BinomialHeap<elem_t>::mergeListsByDeg( Node * head1, Node * head2 ) {
+template < typename T, typename Comparator >
+typename BinomialHeap < T, Comparator >::Node * BinomialHeap< T, Comparator >::mergeListsByDeg( Node * head1, Node * head2 ) {
Node * newHead = nullptr;
Node * * toLink = &newHead;
while (head1 && head2) {
if (head1->degree < head2->degree) {
- *toLink = head1; // linking node from first list
- toLink = &head1->sibling; // and moving first pointer
+ *toLink = head1; // linking node from first list
+ toLink = &head1->sibling; // and moving first pointer
head1 = head1->sibling;
} else {
- *toLink = head2; // linking node from second list
- toLink = &head2->sibling; // and moving second pointer
+ *toLink = head2; // linking node from second list
+ toLink = &head2->sibling; // and moving second pointer
head2 = head2->sibling;
}
}
if (!head1)
- *toLink = head2; // list1 ended, link the rest of list2
+ *toLink = head2; // list1 ended, link the rest of list2
else
- *toLink = head1; // list2 ended, link the rest of list1
+ *toLink = head1; // list2 ended, link the rest of list1
return newHead;
}
-template< typename elem_t >
-typename BinomialHeap<elem_t>::Node * BinomialHeap<elem_t>::reverseList( Node * head ) {
+template < typename T, typename Comparator >
+typename BinomialHeap < T, Comparator >::Node * BinomialHeap< T, Comparator >::reverseList( Node * head ) {
Node * prev = nullptr;
while (head) {
@@ -215,8 +222,8 @@ typename BinomialHeap<elem_t>::Node * BinomialHeap<elem_t>::reverseList( Node *
return prev;
}
-template< typename elem_t >
-typename BinomialHeap<elem_t>::Node * BinomialHeap<elem_t>::linkTreeToTree( Node * root1, Node * root2 ) {
+template < typename T, typename Comparator >
+typename BinomialHeap < T, Comparator >::Node * BinomialHeap< T, Comparator >::linkTreeToTree( Node * root1, Node * root2 ) {
root1->parent = root2;
root1->sibling = root2->child;
root2->child = root1;
diff --git a/alib2std/src/extensions/heaps/CppHeap.h b/alib2std/src/extensions/heaps/CppHeap.h
index eeebc4a6f49a43697f649081353848d39e1b0aff..681e83556b54012c77502d2163719e69d1a65d20 100644
--- a/alib2std/src/extensions/heaps/CppHeap.h
+++ b/alib2std/src/extensions/heaps/CppHeap.h
@@ -13,67 +13,58 @@
namespace alib {
-/// binomial heap used as mergeable priority queue
-template < typename elem_t >
+/// heap build using C++ algorithm features
+template < typename T, typename Comparator = std::less < T > >
class CppHeap {
public:
- CppHeap( int (* compare)( const elem_t &, const elem_t & ) );
-
- ~CppHeap();
+ CppHeap( Comparator comparator = Comparator ( ) ) : m_comparator( comparator ) {
+ }
- /// inserts a node with new value into the heap
- void insert( const elem_t & value );
+ // inserts a node with new value into the heap
+ void insert ( const T & value );
/// finds the maximum value in the heap
- const elem_t & getMax() const {
- return _data.front ( );
+ const T & getMax ( ) const {
+ return m_data.front ( );
}
/// finds and removes the maximum value from the heap
- elem_t extractMax();
+ T extractMax ( );
/// merges this heap with another heap (!! this is a DESTRUCTIVE merge, heap in argument will be cleared !!)
- void mergeWith( CppHeap<elem_t> && that );
+ void mergeWith ( CppHeap < T, Comparator > && that );
- size_t size() const {
- return _data.size ( );
+ size_t size ( ) const {
+ return m_data.size ( );
}
protected:
- int (* _compare)( const elem_t &, const elem_t & ); ///< user-defined comparator function
- std::vector < elem_t > _data;
+ Comparator m_comparator;
+ std::vector < T > m_data;
};
-template< typename elem_t >
-CppHeap<elem_t>::CppHeap( int (* compare)( const elem_t &, const elem_t & ) ) : _compare( compare ) {
-}
-
-template< typename elem_t >
-CppHeap<elem_t>::~CppHeap() {
-}
-
-template< typename elem_t >
-void CppHeap<elem_t>::insert( const elem_t & value ) {
- _data.push_back ( value );
- std::push_heap ( _data.begin ( ), _data.end ( ), _compare );
+template < typename T, typename Comparator >
+void CppHeap < T, Comparator >::insert ( const T & value ) {
+ m_data.push_back ( value );
+ std::push_heap ( m_data.begin ( ), m_data.end ( ), m_comparator );
}
-template< typename elem_t >
-elem_t CppHeap<elem_t>::extractMax() {
- if ( _data.size ( ) == 0 )
+template < typename T, typename Comparator >
+T CppHeap < T, Comparator >::extractMax ( ) {
+ if ( m_data.size ( ) == 0 )
throw std::out_of_range ( "Heap is empty." );
- elem_t res = _data.front ( );
- std::pop_heap ( _data.begin ( ), _data.end ( ), _compare );
- _data.pop_back ( );
+ std::pop_heap ( m_data.begin ( ), m_data.end ( ), m_comparator );
+ T res = std::move ( m_data.back ( ) );
+ m_data.pop_back ( );
return res;
}
-template< typename elem_t >
-void CppHeap<elem_t>::mergeWith( CppHeap<elem_t> && that ) {
- _data.insert ( _data.end ( ), that._data.begin ( ), that._data.end ( ) );
- std::make_heap ( _data.begin ( ), _data.end ( ), _compare );
+template < typename T, typename Comparator >
+void CppHeap < T, Comparator >::mergeWith( CppHeap < T, Comparator > && that ) {
+ m_data.insert ( m_data.end ( ), that.m_data.begin ( ), that.m_data.end ( ) );
+ std::make_heap ( m_data.begin ( ), m_data.end ( ), m_comparator );
}
} /* namespace alib */
diff --git a/alib2std/src/extensions/heaps/FibonacciHeap.h b/alib2std/src/extensions/heaps/FibonacciHeap.h
index 73814ff9423d090954ab722fe35f9c16c4b38bfe..2afae091d34686fd16126d69f86e2d34b3ec4fde 100644
--- a/alib2std/src/extensions/heaps/FibonacciHeap.h
+++ b/alib2std/src/extensions/heaps/FibonacciHeap.h
@@ -1,41 +1,53 @@
/*
* FibonacciHeap.h
*
- * Created on: Apr 7, 2016
- * Author: Jan Broz
+ * Created on: Apr 7, 2016
+ * Author: Jan Broz
*/
#ifndef FIBONACCI_HEAP_INCLUDED
#define FIBONACCI_HEAP_INCLUDED
#include <stdexcept>
-#include <cmath> // maxDegree
+#include <cmath> // maxDegree
namespace alib {
-/// fibonacci heap used as mergeable priority queue
-template< typename elem_t >
+// fibonacci heap used as mergeable priority queue
+template < typename T, typename Comparator >
class FibonacciHeap {
+ int threeWay ( const T & a, const T & b ) const {
+ bool less = _compare ( a, b );
+ bool more = _compare ( b, a );
+ if ( ! less && ! more )
+ return 0;
+ else if ( less )
+ return -1;
+ else
+ return 1;
+ }
+
public:
- FibonacciHeap( int (* compare)( const elem_t &, const elem_t & ) );
+ FibonacciHeap ( Comparator comparator = Comparator ( ) ) : _max( nullptr ), _size( 0 ), _compare( comparator ) {
+ }
- ~FibonacciHeap();
+ ~FibonacciHeap ( );
- /// inserts a node with new value into the heap
- void insert( const elem_t & value );
+ // inserts a node with new value into the heap
+ void insert ( const T & value );
- /// finds the maximum value in the heap
- const elem_t & getMax() const {
+ // finds the maximum value in the heap
+ const T & getMax ( ) const {
return _max->value;
}
- /// finds and removes the maximum value from the heap
- elem_t extractMax();
+ // finds and removes the maximum value from the heap
+ T extractMax ( );
- /// merges this heap with another heap (!! this is a DESTRUCTIVE merge, heap in argument will be cleared !!)
- void mergeWith( FibonacciHeap<elem_t> && that );
+ // merges this heap with another heap (!! this is a DESTRUCTIVE merge, heap in argument will be cleared !!)
+ void mergeWith ( FibonacciHeap< T, Comparator > && that );
- size_t size() const {
+ size_t size ( ) const {
return _size;
}
@@ -45,33 +57,33 @@ public:
protected:
struct Node {
- elem_t value;
+ T value;
unsigned degree;
- bool mark;
+ bool mark;
Node * parent;
Node * child;
Node * prev;
Node * next;
- Node(const elem_t & val, unsigned deg = 0, Node * par = nullptr, Node * chld = nullptr, Node * pr = nullptr, Node * ne = nullptr)
+ Node(const T & val, unsigned deg = 0, Node * par = nullptr, Node * chld = nullptr, Node * pr = nullptr, Node * ne = nullptr)
: value(val), degree(deg), mark(false), parent(par), child(chld), prev(pr), next(ne) {}
};
- Node * _max; ///< pointer to cyclic doubly linked list of trees
- size_t _size; ///< count of elements stored in the heap
- int (* _compare)( const elem_t &, const elem_t & ); ///< user-defined comparator function
+ Node * _max; //< pointer to cyclic doubly linked list of trees
+ size_t _size; //< count of elements stored in the heap
+ Comparator _compare; //< user-defined comparator function
protected:
- /// deletes one linked list of trees
+ // deletes one linked list of trees
void deleteTreeList( Node * head );
- /// connects doubly linked lists from 2 fibonacci heaps and returns address of head of the new linked list
+ // connects doubly linked lists from 2 fibonacci heaps and returns address of head of the new linked list
void mergeHeaps( Node * & max1, Node * & max2 );
- /// goes through list of trees and merges trees with same degree
+ // goes through list of trees and merges trees with same degree
void consolidate();
- /// links tree to child list of node
+ // links tree to child list of node
void linkTreeToNode( Node * node, Node * tree );
// void printNode ( Node * node );
@@ -80,17 +92,13 @@ protected:
};
-template< typename elem_t >
-FibonacciHeap<elem_t>::FibonacciHeap ( int (* compare)( const elem_t &, const elem_t & ) ) : _max( nullptr ), _size( 0 ), _compare( compare ) {
-}
-
-template< typename elem_t >
-FibonacciHeap<elem_t>::~FibonacciHeap ( ) {
+template < typename T, typename Comparator >
+FibonacciHeap< T, Comparator >::~FibonacciHeap ( ) {
deleteTreeList( _max );
}
-template< typename elem_t >
-void FibonacciHeap<elem_t>::deleteTreeList( Node * head ) {
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::deleteTreeList( Node * head ) {
if ( ! head )
return;
@@ -103,32 +111,32 @@ void FibonacciHeap<elem_t>::deleteTreeList( Node * head ) {
} while (actual != head);
}
-template< typename elem_t >
-void FibonacciHeap<elem_t>::insert( const elem_t & value ) {
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::insert( const T & value ) {
Node * newNode = new Node( value, 0, nullptr, nullptr, nullptr, nullptr );
newNode->prev = newNode;
- newNode->next = newNode; // make this node be a single-element cyclic list
+ newNode->next = newNode; // make this node be a single-element cyclic list
if (!_max) {
- _max = newNode; // this heap is empty, newNode becomes head of a linked list
+ _max = newNode; // this heap is empty, newNode becomes head of a linked list
_size = 1;
return;
}
- mergeHeaps( _max, newNode ); // link the newNode into the existing linked list
+ mergeHeaps( _max, newNode ); // link the newNode into the existing linked list
- _max = _compare( _max->value, newNode->value ) > 0 ? _max : newNode;
+ _max = threeWay ( _max->value, newNode->value ) > 0 ? _max : newNode;
_size++;
}
-template< typename elem_t >
-elem_t FibonacciHeap<elem_t>::extractMax() {
+template < typename T, typename Comparator >
+T FibonacciHeap< T, Comparator >::extractMax() {
if ( _max == nullptr )
throw std::out_of_range ( "Heap is empty." );
Node * z = _max;
- elem_t maxVal = z->value;
+ T maxVal = z->value;
if (z->child != nullptr) {
Node * z1 = z->child;
@@ -154,35 +162,35 @@ elem_t FibonacciHeap<elem_t>::extractMax() {
return maxVal;
}
-template< typename elem_t >
-void FibonacciHeap<elem_t>::mergeWith( FibonacciHeap<elem_t> && that ) {
- if (this->_compare != that._compare) // nodes of these heaps are sorted by different condition
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::mergeWith( FibonacciHeap< T, Comparator > && that ) {
+ if (this->_compare != that._compare) // nodes of these heaps are sorted by different condition
throw std::logic_error("compare functions aren't equal, unable to merge");
- mergeHeaps( this->_max, that._max ); // link the other heap into this heap
- this->_max = _compare( _max->value, that._max->value ) > 0 ? this->_max : that._max;
+ mergeHeaps( this->_max, that._max ); // link the other heap into this heap
+ this->_max = threeWay ( _max->value, that._max->value ) > 0 ? this->_max : that._max;
that._max = nullptr;
this->_size += that._size;
that._size = 0;
}
-template< typename elem_t >
-void FibonacciHeap<elem_t>::mergeHeaps( Node * & max1, Node * & max2 ) {
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::mergeHeaps( Node * & max1, Node * & max2 ) {
if ( ! max1 ) {
- max1 = max2; // this heap is empty, move the content from the other heap inside
+ max1 = max2; // this heap is empty, move the content from the other heap inside
} else if ( max2 ) {
Node * max2prev = max2->prev;
max2->prev->next = max1;
- max2->prev = max1->prev; // this magicaly works even if the lists contain only one node
+ max2->prev = max1->prev; // this magicaly works even if the lists contain only one node
max1->prev->next = max2;
max1->prev = max2prev;
}
}
-template< typename elem_t >
-void FibonacciHeap<elem_t>::consolidate() {
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::consolidate() {
unsigned maxDegree = log2( _size );
Node * * rootsByDegree = new Node * [ maxDegree + 1 ];
for (unsigned i = 0; i <= maxDegree; i++)
@@ -201,7 +209,7 @@ void FibonacciHeap<elem_t>::consolidate() {
Node * other = rootsByDegree[ actual->degree ];
rootsByDegree[ actual->degree ] = nullptr;
- if (_compare( actual->value, other->value ) > 0) {
+ if ( threeWay ( actual->value, other->value ) > 0) {
linkTreeToNode( actual, other );
} else {
linkTreeToNode( other, actual );
@@ -217,14 +225,14 @@ void FibonacciHeap<elem_t>::consolidate() {
_max = actual;
Node * node = actual;
do {
- if (_compare( node->value, _max->value ) > 0)
+ if ( threeWay ( node->value, _max->value ) > 0)
_max = node;
node = node->next;
} while ( node != actual );
}
-template< typename elem_t >
-void FibonacciHeap<elem_t>::linkTreeToNode( Node * node, Node * tree ) {
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::linkTreeToNode( Node * node, Node * tree ) {
tree->prev->next = tree->next;
tree->next->prev = tree->prev;
@@ -237,16 +245,16 @@ void FibonacciHeap<elem_t>::linkTreeToNode( Node * node, Node * tree ) {
mergeHeaps ( node->child, tree );
}
-/*template < typename elem_t >
-void FibonacciHeap<elem_t>::print() {
+/*template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::print() {
if ( _max == nullptr )
std::cout << "Empty" << std::endl;
printNode ( _max );
}
-template < typename elem_t >
-void FibonacciHeap < elem_t >::printNode ( Node * node ) {
+template < typename T, typename Comparator >
+void FibonacciHeap < T >::printNode ( Node * node ) {
if ( node == nullptr )
return;
@@ -259,13 +267,13 @@ void FibonacciHeap < elem_t >::printNode ( Node * node ) {
} while ( node != actual );
}
-template < typename elem_t >
-void FibonacciHeap<elem_t>::checkConsystency() {
+template < typename T, typename Comparator >
+void FibonacciHeap< T, Comparator >::checkConsystency() {
checkConsystency ( _max, nullptr );
}
-template < typename elem_t >
-void FibonacciHeap < elem_t >::checkConsystency ( Node * node, Node * parent ) {
+template < typename T, typename Comparator >
+void FibonacciHeap < T >::checkConsystency ( Node * node, Node * parent ) {
if ( node == nullptr )
return;
diff --git a/alib2std/test-src/extensions/heaps/HeapsTest.cpp b/alib2std/test-src/extensions/heaps/HeapsTest.cpp
index 95225c3ae8126cc04ae7cc672c6f183e55d287be..6c4cd632044d6b6221d2cd3fb5f7752596b8f57b 100644
--- a/alib2std/test-src/extensions/heaps/HeapsTest.cpp
+++ b/alib2std/test-src/extensions/heaps/HeapsTest.cpp
@@ -4,19 +4,15 @@
#include <alib/binomial_heap>
#include <alib/fibonacci_heap>
-static int comparator ( const int & a, const int & b ) {
- return ( b < a ) - ( a < b );
-}
-
static int less ( const int & a, const int & b ) {
return a < b;
}
TEST_CASE ( "Heaps Test", "[unit][std][bits]" ) {
SECTION ( "Heaps" ) {
- alib::BinomialHeap < int > bHeap ( comparator );
- alib::CppHeap < int > cHeap ( less );
- alib::FibonacciHeap < int > fHeap ( comparator );
+ alib::BinomialHeap < int, int ( * ) ( const int &, const int & ) > bHeap ( less );
+ alib::CppHeap < int, int ( * ) ( const int &, const int & ) > cHeap ( less );
+ alib::FibonacciHeap < int, int ( * ) ( const int &, const int & ) > fHeap ( less );
auto size = [ & ] ( ) {
int b = bHeap.size ( );
@@ -46,9 +42,9 @@ TEST_CASE ( "Heaps Test", "[unit][std][bits]" ) {
};
auto mergeRandom = [ & ] ( unsigned limit ) {
- alib::BinomialHeap < int > rbHeap ( comparator );
- alib::CppHeap < int > rcHeap ( comparator );
- alib::FibonacciHeap < int > rfHeap ( comparator );
+ alib::BinomialHeap < int, int ( * ) ( const int &, const int & ) > rbHeap ( less );
+ alib::CppHeap < int, int ( * ) ( const int &, const int & ) > rcHeap ( less );
+ alib::FibonacciHeap < int, int ( * ) ( const int &, const int & ) > rfHeap ( less );
for ( unsigned i = 0; i < limit; ++ i ) {
unsigned val = rand ( ) % 1000;