/usr/include/polymake/Series.h is in libpolymake-dev-common 3.2r2-3.
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Ewgenij Gawrilow, Michael Joswig (Technische Universitaet Berlin, Germany)
http://www.polymake.org
This program is free software; you can redistribute it and/or modify it
under the terms of the GNU General Public License as published by the
Free Software Foundation; either version 2, or (at your option) any
later version: http://www.gnu.org/licenses/gpl.txt.
This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU General Public License for more details.
--------------------------------------------------------------------------------
*/
/** @file Series.h
@brief Declaration of pm::GenericSet class
*/
#ifndef POLYMAKE_SERIES_H
#define POLYMAKE_SERIES_H
#include "polymake/internal/comparators_ops.h"
#include "polymake/internal/shared_object.h"
#include "polymake/internal/Wary.h"
#include <cassert>
namespace pm {
template <typename E, typename Comparator=operations::cmp> class Set;
template <typename E, typename Comparator=operations::cmp> class PowerSet;
struct is_set;
template <typename E, typename Comparator, typename Etag=typename object_traits<E>::generic_tag>
struct persistent_set {
typedef Set<E, Comparator> type;
};
template <typename Set, typename Comparator>
struct persistent_set<Set, Comparator, is_set> {
typedef PowerSet<typename Set::element_type, Comparator> type;
};
/** @class GenericSet
@brief @ref generic "Generic type" for \ref set_sec "ordered sets"
This should belong to GenericSet.h, but Series must be derived from GenericSet.
On the other hand, naked Series don't need any set-theoretical stuff defined there.
*/
template <typename TSet, typename E=typename TSet::element_type, typename Comparator=typename TSet::element_comparator>
class GenericSet
: public Generic<TSet>
, public operators::base {
protected:
GenericSet() {}
GenericSet(const GenericSet&) {}
public:
/// element types
typedef E element_type;
/// functor type for comparing elements
typedef Comparator element_comparator;
static_assert(!std::is_same<Comparator, operations::cmp_unordered>::value, "comparator must define a total ordering");
static_assert(!std::is_same<Comparator, operations::cmp>::value || is_ordered<E>::value, "elements must have a total ordering");
typedef typename persistent_set<E,Comparator>::type persistent_type;
/// @ref generic "generic type"
typedef GenericSet generic_type;
/// @ref generic "top type"
typedef typename Generic<TSet>::top_type top_type;
template <typename Result>
struct rebind_generic {
typedef GenericSet<Result, E, Comparator> type;
};
template <typename E1=E, typename E2=E1>
struct rebind_comparator {
typedef binary_op_builder<Comparator, const E1*, const E2*> builder;
typedef typename builder::operation type;
};
#if POLYMAKE_DEBUG
void dump() const __attribute__((used));
#endif
};
template <typename Set, typename E, typename Comparator>
struct spec_object_traits< GenericSet<Set,E,Comparator> >
: spec_or_model_traits<Set,is_container> {
typedef is_set generic_tag;
static const IO_separator_kind IO_separator=IO_sep_inherit;
};
/* --------
* Series
* -------- */
template <typename E, bool _step_equal_1> class Series;
template <typename E, bool is_forward>
class sequence_iterator {
template <typename,bool> friend class sequence_iterator;
public:
typedef random_access_iterator_tag iterator_category;
typedef E value_type;
// TODO: check whether these classes are used with pointers at all; if not, remove the precautions here
typedef typename std::conditional<std::is_pointer<E>::value, typename deref_ptr<E>::minus_const, E>::type mutable_value_type;
typedef typename std::conditional<std::is_pointer<E>::value, typename deref_ptr<E>::plus_const, E>::type const_value_type;
typedef const E* pointer;
typedef E reference;
typedef ptrdiff_t difference_type;
typedef sequence_iterator<mutable_value_type, is_forward> iterator;
typedef sequence_iterator<const_value_type, is_forward> const_iterator;
typedef typename std::conditional<std::is_pointer<E>::value,
const typename std::conditional<deref_ptr<E>::is_const, iterator, const_iterator>::type,
type2type<sequence_iterator> >::type
cmp_iterator;
protected:
E cur;
public:
sequence_iterator() {}
sequence_iterator(typename function_argument<E>::type cur_arg) : cur(cur_arg) {}
sequence_iterator(const iterator& it) : cur(it.cur) {}
sequence_iterator& operator= (const iterator& it) { cur=it.cur; return *this; }
reference operator* () const { return cur; }
pointer operator-> () const { return &cur; }
reference operator[] (int i) const { return is_forward ? cur+i : cur-i; }
sequence_iterator& operator++ () { is_forward ? ++cur : --cur; return *this; }
sequence_iterator& operator-- () { is_forward ? --cur : ++cur; return *this; }
const sequence_iterator operator++ (int) { sequence_iterator copy=*this; operator++(); return copy; }
const sequence_iterator operator-- (int) { sequence_iterator copy=*this; operator--(); return copy; }
sequence_iterator& operator+= (int i) { is_forward ? (cur+=i) : (cur-=i); return *this; }
sequence_iterator& operator-= (int i) { is_forward ? (cur-=i) : (cur+=i); return *this; }
sequence_iterator operator+ (int i) const { return is_forward ? cur+i : cur-i; }
sequence_iterator operator- (int i) const { return is_forward ? cur-i : cur+i; }
friend sequence_iterator operator+ (int i, const sequence_iterator& it) { return it+i; }
template <bool is_forward2>
bool operator== (const sequence_iterator<E, is_forward2>& it) const { return cur==it.cur; }
template <bool is_forward2>
bool operator!= (const sequence_iterator<E, is_forward2>& it) const { return cur!=it.cur; }
bool operator== (cmp_iterator& it) const { return cur==it.cur; }
bool operator!= (cmp_iterator& it) const { return cur!=it.cur; }
difference_type operator- (const sequence_iterator& it) const { return is_forward ? cur-it.cur : it.cur-cur; }
difference_type operator- (cmp_iterator& it) const { return is_forward ? cur-it.cur : it.cur-cur; }
bool operator< (const sequence_iterator& it) const { return is_forward ? cur<it.cur : it.cur<cur; }
bool operator> (const sequence_iterator& it) const { return it < *this; }
bool operator<= (const sequence_iterator& it) const { return !(it < *this); }
bool operator>= (const sequence_iterator& it) const { return !(*this < it); }
bool operator< (cmp_iterator& it) const { return is_forward ? cur<it.cur : it.cur<cur; }
bool operator> (cmp_iterator& it) const { return it < *this; }
bool operator<= (cmp_iterator& it) const { return !(it < *this); }
bool operator>= (cmp_iterator& it) const { return !(*this < it); }
};
template <typename E, bool is_forward>
class series_iterator : public sequence_iterator<E, is_forward> {
typedef sequence_iterator<E, is_forward> super;
template <typename, bool> friend class series_iterator;
protected:
typedef typename std::conditional<std::is_pointer<E>::value, ptrdiff_t, E>::type step_type;
step_type _step;
public:
typedef series_iterator<typename super::mutable_value_type, is_forward> iterator;
typedef series_iterator<typename super::const_value_type, is_forward> const_iterator;
typedef typename std::conditional<std::is_pointer<E>::value,
const typename std::conditional<deref_ptr<E>::is_const, iterator, const_iterator>::type,
type2type<series_iterator> >::type
cmp_iterator;
series_iterator() {}
series_iterator(typename function_argument<E>::type cur_arg, typename function_argument<step_type>::type step_arg)
: super(cur_arg), _step(step_arg) {}
series_iterator(const iterator& it) : super(it), _step(it._step) {}
series_iterator& operator= (const iterator& it) { super::operator=(it); _step=it._step; return *this; }
typename super::reference operator[] (int i) const { return is_forward ? this->cur+i*_step : this->cur-i*_step; }
step_type step() const { return _step; }
series_iterator& operator++ () { is_forward ? (this->cur+=_step) : (this->cur-=_step); return *this; }
series_iterator& operator-- () { is_forward ? (this->cur-=_step) : (this->cur+=_step); return *this; }
const series_iterator operator++ (int) { series_iterator copy=*this; operator++(); return copy; }
const series_iterator operator-- (int) { series_iterator copy=*this; operator--(); return copy; }
series_iterator& operator+= (int i) { is_forward ? (this->cur+=i*_step) : (this->cur-=i*_step); return *this; }
series_iterator& operator-= (int i) { is_forward ? (this->cur-=i*_step) : (this->cur+=i*_step); return *this; }
series_iterator operator+ (int i) const { return series_iterator(is_forward ? this->cur+i*_step : this->cur-i*_step, _step); }
series_iterator operator- (int i) const { return series_iterator(is_forward ? this->cur-i*_step : this->cur+i*_step, _step); }
friend series_iterator operator+ (int i, const series_iterator& it) { return it+i; }
ptrdiff_t operator- (const super& it) const { return (is_forward ? this->cur-*it : *it-this->cur)/_step; }
bool operator< (const series_iterator& it) const { return is_forward ^ (_step<0) ? this->cur<it.cur : it.cur<this->cur; }
bool operator> (const series_iterator& it) const { return it < *this; }
bool operator<= (const series_iterator& it) const { return !(it < *this); }
bool operator>= (const series_iterator& it) const { return !(*this < it); }
bool operator< (cmp_iterator& it) const { return is_forward ^ (_step<0) ? this->cur<it.cur : it.cur<this->cur; }
bool operator> (cmp_iterator& it) const { return it < *this; }
bool operator<= (cmp_iterator& it) const { return !(it < *this); }
bool operator>= (cmp_iterator& it) const { return !(*this < it); }
};
template <typename E, bool is_forward>
struct accompanying_iterator< series_iterator<E, is_forward> > {
typedef sequence_iterator<E, is_forward> type;
static void assign(series_iterator<E, is_forward>& it, const type& other)
{
static_cast<type&>(it)=other;
}
static void advance(sequence_iterator<E, is_forward>& it, const series_iterator<E, is_forward>& other, int n)
{
it+=n*other.step();
}
};
template <typename E>
class count_down_iterator : public sequence_iterator<E,false> {
public:
typedef count_down_iterator iterator;
typedef count_down_iterator const_iterator;
count_down_iterator() {}
count_down_iterator(E cur_arg) : sequence_iterator<E,false>(cur_arg) {}
bool at_end() const { return !this->cur; }
};
template <typename E>
struct check_iterator_feature<count_down_iterator<E>, end_sensitive> : std::true_type {};
template <typename E>
class Series<E,true> : public GenericSet<Series<E,true>, E, operations::cmp> {
protected:
E _start;
int _size;
public:
static const bool step_equal_1=true;
typedef E value_type;
typedef E reference;
typedef E const_reference;
typedef typename std::conditional<std::is_pointer<E>::value, ptrdiff_t, E>::type step_type;
Series() : _start(0), _size(0) {}
explicit Series(typename function_argument<E>::type start_arg, int size_arg=1)
: _start(start_arg), _size(size_arg)
{
assert(size_arg>=0);
}
// for the sake of interchangeability with Series<E,false>
Series(typename function_argument<E>::type start_arg, int size_arg,
typename function_argument<step_type>::type /*dummy_step*/)
: _start(start_arg), _size(size_arg)
{
assert(size_arg>=0);
}
int size() const { return _size; }
bool empty() const { return !_size; }
step_type step() const { return step_type(1); }
typedef sequence_iterator<E,true> iterator;
typedef iterator const_iterator;
typedef sequence_iterator<E,false> reverse_iterator;
typedef reverse_iterator const_reverse_iterator;
iterator begin() const { return _start; }
iterator end() const { return _start+_size; }
reverse_iterator rbegin() const { return _start+_size-1; }
reverse_iterator rend() const { return _start-1; }
reference front() const { return _start; }
reference back() const { return _start+_size-1; }
reference operator[] (int i) const
{
if (POLYMAKE_DEBUG) {
if (i<0 || i>=_size)
throw std::runtime_error("Series::operator[] - index out of range");
}
return _start+i;
}
bool contains(typename function_argument<const_reference>::type k) const
{
return k>=_start && k<_start+_size;
}
};
template <typename E, bool _step_equal_1>
class Series : public GenericSet<Series<E,_step_equal_1>, E, operations::cmp> {
public:
typedef E value_type;
typedef E reference;
typedef E const_reference;
typedef typename std::conditional<std::is_pointer<E>::value, ptrdiff_t, E>::type step_type;
static const bool step_equal_1=false;
protected:
E _start;
int _size;
step_type _step;
public:
Series() : _start(0), _size(0), _step(0) {}
Series(typename function_argument<E>::type start_arg, int size_arg,
typename function_argument<step_type>::type step_arg)
: _start(start_arg), _size(size_arg), _step(step_arg)
{
assert(size_arg>=0);
}
int size() const { return _size; }
bool empty() const { return !_size; }
step_type step() const { return _step; }
typedef series_iterator<E, true> iterator;
typedef iterator const_iterator;
typedef series_iterator<E, false> reverse_iterator;
typedef reverse_iterator const_reverse_iterator;
iterator begin() const { return const_iterator(_start, _step); }
iterator end() const { return const_iterator(_start+_size*_step, _step); }
reverse_iterator rbegin() const { return const_reverse_iterator(_start+(_size-1)*_step, _step); }
reverse_iterator rend() const { return const_reverse_iterator(_start-_step, _step); }
reference front() const { return _start; }
reference back() const { return _start+(_size-1)*_step; }
reference operator[] (int i) const
{
if (POLYMAKE_DEBUG) {
if (i<0 || i>=_size)
throw std::runtime_error("Series::operator[] - index out of range");
}
return _start+i*_step;
}
bool contains(typename function_argument<const_reference>::type k) const
{
return k>=_start && k<_start+_size*_step && !((k-_start)%_step);
}
};
template <typename E, bool _step_equal_1>
struct spec_object_traits< Series<E,_step_equal_1> > : spec_object_traits<is_container> {
static const bool is_always_const=true;
};
// alias for an integer series
typedef Series<int,false> series;
// alias for an integer sequence
typedef Series<int,true> sequence;
// Create a sequence of all integral numbers between and including $start$ and $end$
template <typename E> inline
Series<E,true>
range(E start, E end)
{
return Series<E,true>(start, int(end-start)+1);
}
template <typename E>
class CountDown {
protected:
int _size;
public:
typedef const E const_reference;
typedef const_reference reference;
typedef E value_type;
explicit CountDown(int size_arg) : _size(size_arg) {}
int size() const { return _size; }
bool empty() const { return !_size; }
typedef count_down_iterator<E> iterator;
typedef iterator const_iterator;
typedef typename Series<E,true>::iterator reverse_iterator;
typedef reverse_iterator const_reverse_iterator;
iterator begin() const { return _size; }
iterator end() const { return 0; }
reverse_iterator rbegin() const { return 1; }
reverse_iterator rend() const { return _size+1; }
E operator[] (int i) const
{
if (POLYMAKE_DEBUG) {
if (i<0 || i>=_size)
throw std::runtime_error("CountDown::operator[] - index out of range");
}
return _size-i;
}
E front() const { return _size; }
E back() const { return 1; }
};
typedef CountDown<int> count_down;
template <typename E>
struct spec_object_traits< CountDown<E> >
: spec_object_traits<is_container> {};
template <typename Iterator, bool is_reverse=false>
class indexed_random_iterator
: public Iterator {
protected:
typedef Iterator base_t;
typename accompanying_iterator<Iterator>::type begin;
template <typename, bool> friend class indexed_random_iterator;
public:
typedef indexed_random_iterator<typename iterator_traits<Iterator>::iterator, is_reverse>
iterator;
typedef indexed_random_iterator<typename iterator_traits<Iterator>::const_iterator, is_reverse>
const_iterator;
indexed_random_iterator() {}
template <typename SourceIterator, typename enable=typename std::enable_if<is_const_compatible_with<SourceIterator, Iterator>::value>::type>
indexed_random_iterator(const SourceIterator& cur_arg)
: base_t(cur_arg)
, begin(cur_arg) {}
template <typename SourceIterator1, typename SourceIterator2,
typename enable=typename std::enable_if<is_const_compatible_with<SourceIterator1, Iterator>::value &&
is_const_compatible_with<SourceIterator2, Iterator>::value>::type>
indexed_random_iterator(const SourceIterator1& cur_arg, const SourceIterator2& begin_arg)
: base_t(cur_arg)
, begin(begin_arg) {}
indexed_random_iterator(const iterator& it)
: base_t(static_cast<const typename iterator::base_t&>(it))
, begin(it.begin) {}
indexed_random_iterator& operator= (const iterator& it)
{
static_cast<base_t&>(*this)=it;
begin=it.begin;
return *this;
}
template <typename SourceIterator, typename enable=typename std::enable_if<is_const_compatible_with<SourceIterator, Iterator>::value>::type>
indexed_random_iterator& operator= (const SourceIterator& cur)
{
static_cast<base_t&>(*this)=cur;
return *this;
}
indexed_random_iterator operator+ (int i) const
{
return static_cast<const base_t&>(*this)+i;
}
indexed_random_iterator operator- (int i) const
{
return static_cast<const base_t&>(*this)-i;
}
friend indexed_random_iterator operator+ (int i, const indexed_random_iterator& me)
{
return me+i;
}
template <typename Other>
typename std::enable_if<is_among<Other, iterator, const_iterator>::value, typename base_t::difference_type>::type
operator- (const Other& it) const
{
return static_cast<const base_t&>(*this)-it;
}
int index() const
{
return is_reverse ? begin-static_cast<const base_t&>(*this)-1 : static_cast<const base_t&>(*this)-begin;
}
private:
void contract1_impl(int distance_front, int, std::false_type)
{
static_cast<base_t&>(*this)+=distance_front;
}
void contract1_impl(int distance_front, int distance_back, std::true_type)
{
base_t::contract(false, distance_front, distance_back);
}
public:
void contract(bool renumber, int distance_front, int distance_back=0)
{
contract1_impl(distance_front, distance_back, bool_constant<check_iterator_feature<base_t, contractable>::value>());
if (renumber)
accompanying_iterator<Iterator>::advance(begin, static_cast<const base_t&>(*this), is_reverse ? distance_back : distance_front);
}
};
template <typename Iterator, bool is_reverse, typename Feature>
struct check_iterator_feature<indexed_random_iterator<Iterator, is_reverse>, Feature>
: check_iterator_feature<Iterator,Feature> {};
template <typename Iterator, bool is_reverse>
struct check_iterator_feature<indexed_random_iterator<Iterator, is_reverse>, indexed> : std::true_type {};
template <typename Iterator, bool is_reverse>
struct check_iterator_feature<indexed_random_iterator<Iterator, is_reverse>, contractable> : std::true_type {};
template <typename Iterator, bool is_reverse>
struct accompanying_iterator< indexed_random_iterator<Iterator, is_reverse> >
: accompanying_iterator<Iterator> {};
template <> struct feature_allow_order<rewindable, indexed> : std::false_type {};
template <> struct feature_allow_order<end_sensitive, indexed> : std::false_type {};
template <typename Subset, typename Source,
typename source_generic=typename object_traits<Source>::generic_type>
class generic_of_subset {};
template <typename Subset, typename Source, typename Set, typename E, typename Comparator>
class generic_of_subset<Subset, Source, GenericSet<Set,E,Comparator> >
: public GenericSet<Subset,E,Comparator> {};
template <typename Subsets, typename Source,
typename source_generic=typename object_traits<Source>::generic_type>
class generic_of_subsets {
public:
typedef operations::cmp subset_element_comparator;
};
template <typename Subsets, typename Source, typename Set>
class generic_of_subsets<Subsets, Source, GenericSet<Set> >
: public GenericSet<Subsets, typename object_traits<Source>::persistent_type, operations::cmp> {
public:
typedef typename Source::element_comparator subset_element_comparator;
};
} // end namespace pm
namespace polymake {
using pm::Series;
using pm::series;
using pm::sequence;
using pm::range;
}
namespace std {
// TODO: remove this when `alias' starts using perfect forwarding for construction of contained objects
template <typename E, bool step_equal_1>
struct is_pod< pm::Series<E, step_equal_1> > : is_pod<E> {};
}
#endif // POLYMAKE_SERIES_H
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