ecency-mobile/ios/Pods/boost-for-react-native/boost/pending/fibonacci_heap.hpp

272 lines
6.4 KiB
C++

// (C) Copyright Jeremy Siek 2004.
// Distributed under the Boost Software License, Version 1.0. (See
// accompanying file LICENSE_1_0.txt or copy at
// http://www.boost.org/LICENSE_1_0.txt)
#ifndef BOOST_FIBONACCI_HEAP_HPP
#define BOOST_FIBONACCI_HEAP_HPP
#if defined(__sgi) && !defined(__GNUC__)
# include <math.h>
#else
# include <boost/config/no_tr1/cmath.hpp>
#endif
#include <iosfwd>
#include <vector>
#include <functional>
#include <boost/config.hpp>
#include <boost/property_map/property_map.hpp>
//
// An adaptation of Knuth's Fibonacci heap implementation
// in "The Stanford Graph Base", pages 475-482.
//
namespace boost {
template <class T,
class Compare = std::less<T>,
class ID = identity_property_map>
class fibonacci_heap
{
typedef typename boost::property_traits<ID>::value_type size_type;
typedef T value_type;
protected:
typedef fibonacci_heap self;
typedef std::vector<size_type> LinkVec;
typedef typename LinkVec::iterator LinkIter;
public:
fibonacci_heap(size_type n,
const Compare& cmp,
const ID& id = identity_property_map())
: _key(n), _left(n), _right(n), _p(n), _mark(n), _degree(n),
_n(0), _root(n), _id(id), _compare(cmp), _child(n),
#if defined(BOOST_MSVC) || defined(__ICL) // need a new macro?
new_roots(size_type(log(float(n))) + 5) { }
#else
new_roots(size_type(std::log(float(n))) + 5) { }
#endif
// 33
void push(const T& d) {
++_n;
size_type v = get(_id, d);
_key[v] = d;
_p[v] = nil();
_degree[v] = 0;
_mark[v] = false;
_child[v] = nil();
if (_root == nil()) {
_root = _left[v] = _right[v] = v;
//std::cout << "root added" << std::endl;
} else {
size_type u = _left[_root];
_left[v] = u;
_right[v] = _root;
_left[_root] = _right[u] = v;
if (_compare(d, _key[_root]))
_root = v;
//std::cout << "non-root node added" << std::endl;
}
}
T& top() { return _key[_root]; }
const T& top() const { return _key[_root]; }
// 38
void pop() {
--_n;
int h = -1;
size_type v, w;
if (_root != nil()) {
if (_degree[_root] == 0) {
v = _right[_root];
} else {
w = _child[_root];
v = _right[w];
_right[w] = _right[_root];
for (w = v; w != _right[_root]; w = _right[w])
_p[w] = nil();
}
while (v != _root) {
w = _right[v];
add_tree_to_new_roots(v, new_roots.begin(), h);
v = w;
}
rebuild_root_list(new_roots.begin(), h);
}
}
// 39
inline void add_tree_to_new_roots(size_type v,
LinkIter new_roots,
int& h)
{
int r;
size_type u;
r = _degree[v];
while (1) {
if (h < r) {
do {
++h;
new_roots[h] = (h == r ? v : nil());
} while (h < r);
break;
}
if (new_roots[r] == nil()) {
new_roots[r] = v;
break;
}
u = new_roots[r];
new_roots[r] = nil();
if (_compare(_key[u], _key[v])) {
_degree[v] = r;
_mark[v] = false;
std::swap(u, v);
}
make_child(u, v, r);
++r;
}
_degree[v] = r;
_mark[v] = false;
}
// 40
void make_child(size_type u, size_type v, size_type r) {
if (r == 0) {
_child[v] = u;
_left[u] = u;
_right[u] = u;
} else {
size_type t = _child[v];
_right[u] = _right[t];
_left[u] = t;
_right[t] = u;
_left[_right[u]] = u;
}
_p[u] = v;
}
// 41
inline void rebuild_root_list(LinkIter new_roots, int& h)
{
size_type u, v, w;
if (h < 0)
_root = nil();
else {
T d;
u = v = new_roots[h];
d = _key[u];
_root = u;
for (h--; h >= 0; --h)
if (new_roots[h] != nil()) {
w = new_roots[h];
_left[w] = v;
_right[v] = w;
if (_compare(_key[w], d)) {
_root = w;
d = _key[w];
}
v = w;
}
_right[v] = u;
_left[u] = v;
}
}
// 34
void update(const T& d) {
size_type v = get(_id, d);
assert(!_compare(_key[v], d));
_key[v] = d;
size_type p = _p[v];
if (p == nil()) {
if (_compare(d, _key[_root]))
_root = v;
} else if (_compare(d, _key[p]))
while (1) {
size_type r = _degree[p];
if (r >= 2)
remove_from_family(v, p);
insert_into_forest(v, d);
size_type pp = _p[p];
if (pp == nil()) {
--_degree[p];
break;
}
if (_mark[p] == false) {
_mark[p] = true;
--_degree[p];
break;
} else
--_degree[p];
v = p;
p = pp;
}
}
inline size_type size() const { return _n; }
inline bool empty() const { return _n == 0; }
void print(std::ostream& os) {
if (_root != nil()) {
size_type i = _root;
do {
print_recur(i, os);
os << std::endl;
i = _right[i];
} while (i != _root);
}
}
protected:
// 35
inline void remove_from_family(size_type v, size_type p) {
size_type u = _left[v];
size_type w = _right[v];
_right[u] = w;
_left[w] = u;
if (_child[p] == v)
_child[p] = w;
}
// 36
inline void insert_into_forest(size_type v, const T& d) {
_p[v] = nil();
size_type u = _left[_root];
_left[v] = u;
_right[v] = _root;
_left[_root] = _right[u] = v;
if (_compare(d, _key[_root]))
_root = v;
}
void print_recur(size_type x, std::ostream& os) {
if (x != nil()) {
os << x;
if (_degree[x] > 0) {
os << "(";
size_type i = _child[x];
do {
print_recur(i, os); os << " ";
i = _right[i];
} while (i != _child[x]);
os << ")";
}
}
}
size_type nil() const { return _left.size(); }
std::vector<T> _key;
LinkVec _left, _right, _p;
std::vector<bool> _mark;
LinkVec _degree;
size_type _n, _root;
ID _id;
Compare _compare;
LinkVec _child;
LinkVec new_roots;
};
} // namespace boost
#endif // BOOST_FIBONACCI_HEAP_HPP