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Coding Standards
"boost/multi_index/ranked_index_fwd.hpp"
synopsis"boost/multi_index/ranked_index.hpp"
synopsis
"boost/multi_index/ranked_index_fwd.hpp"
synopsisnamespace boost{ namespace multi_index{ // index specifiers ranked_unique and ranked_non_unique template<consult ranked_unique reference for arguments> struct ranked_unique; template<consult ranked_non_unique reference for arguments> struct ranked_non_unique; // indices namespace detail{ template<implementation defined> class index name is implementation defined; } // namespace boost::multi_index::detail } // namespace boost::multi_index } // namespace boost
ranked_index_fwd.hpp
provides forward declarations for index specifiers
ranked_unique
and ranked_non_unique
and
their associated ranked index classes.
"boost/multi_index/ranked_index.hpp"
synopsis#include <initializer_list> namespace boost{ namespace multi_index{ // index specifiers ranked_unique and ranked_non_unique template<consult ranked_unique reference for arguments> struct ranked_unique; template<consult ranked_non_unique reference for arguments> struct ranked_non_unique; // indices namespace detail{ template<implementation defined> class index class name implementation defined; // index comparison: // OP is any of ==,<,!=,>,>=,<= template<arg set 1,arg set 2> bool operator OP( const index class name<arg set 1>& x,const index class name<arg set 2>& y); // index specialized algorithms: template<implementation defined> void swap(index class name& x,index class name& y); } // namespace boost::multi_index::detail } // namespace boost::multi_index } // namespace boost
ranked_unique
and ranked_non_unique
These index specifiers allow
for insertion of ranked indices without and with
allowance of duplicate elements, respectively. The syntax of ranked_unique
and ranked_non_unique
coincide, thus we describe them in a grouped manner.
ranked_unique
and ranked_non_unique
can be instantiated in
two different forms, according to whether a tag list for the index is provided or not:
template< typename KeyFromValue, typename Compare=std::less<KeyFromValue::result_type> > struct (ranked_unique | ranked_non_unique); template< typename TagList, typename KeyFromValue, typename Compare=std::less<KeyFromValue::result_type> > struct (ranked_unique | ranked_non_unique);
If provided, TagList
must be an instantiation of the class template
tag
.
The template arguments are used by the corresponding index implementation,
refer to the ranked indices reference section for further
explanations on their acceptable type values.
Ranked indices are a variation of ordered indices providing additional capabilities for calculation of and access by rank; the rank of an element is the distance to it from the beginning of the index. Besides this extension, ranked indices replicate the public interface of ordered indices with the difference, complexity-wise, that deletion is done in logarithmic rather than constant time. Also, execution times and memory consumption are expected to be poorer due to the internal bookkeeping needed to maintain rank-related information. As with ordered indices, ranked indices can be unique (no duplicate elements are allowed) or non-unique: either version is associated to a different index specifier, but the interface of both index types is the same.
In what follows, we only describe the extra operations provided by ranked indices: for the rest refer to the documentation for ordered indices, bearing in mind the occasional differences in complexity.
namespace boost{ namespace multi_index{ implementation defined unbounded; // see range_rank() namespace detail{ template<implementation defined: dependent on types Value, Allocator, TagList, KeyFromValue, Compare> class name is implementation defined { public: // types: typedef typename KeyFromValue::result_type key_type; typedef Value value_type; typedef KeyFromValue key_from_value; typedef Compare key_compare; typedef implementation defined value_compare; typedef boost::tuple<key_from_value,key_compare> ctor_args; typedef TagList tag_list; typedef Allocator allocator_type; typedef typename Allocator::reference reference; typedef typename Allocator::const_reference const_reference; typedef implementation defined iterator; typedef implementation defined const_iterator; typedef implementation defined size_type; typedef implementation defined difference_type; typedef typename Allocator::pointer pointer; typedef typename Allocator::const_pointer const_pointer; typedef equivalent to std::reverse_iterator<iterator> reverse_iterator; typedef equivalent to std::reverse_iterator<const_iterator> const_reverse_iterator; // construct/copy/destroy: index class name& operator=(const index class name& x); index class name& operator=(std::initializer_list<value_type> list); allocator_type get_allocator()const noexcept; // iterators: iterator begin()noexcept; const_iterator begin()const noexcept; iterator end()noexcept; const_iterator end()const noexcept; reverse_iterator rbegin()noexcept; const_reverse_iterator rbegin()const noexcept; reverse_iterator rend()noexcept; const_reverse_iterator rend()const noexcept; const_iterator cbegin()const noexcept; const_iterator cend()const noexcept; const_reverse_iterator crbegin()const noexcept; const_reverse_iterator crend()const noexcept; iterator iterator_to(const value_type& x); const_iterator iterator_to(const value_type& x)const; // capacity: bool empty()const noexcept; size_type size()const noexcept; size_type max_size()const noexcept; // modifiers: template<typename... Args> std::pair<iterator,bool> emplace(Args&&... args); template <typename... Args> iterator emplace_hint(iterator position,Args&&... args); std::pair<iterator,bool> insert(const value_type& x); std::pair<iterator,bool> insert(value_type&& x); iterator insert(iterator position,const value_type& x); iterator insert(iterator position,value_type&& x); template<typename InputIterator> void insert(InputIterator first,InputIterator last); void insert(std::initializer_list<value_type> list); iterator erase(iterator position); size_type erase(const key_type& x); iterator erase(iterator first,iterator last); bool replace(iterator position,const value_type& x); bool replace(iterator position,value_type&& x); template<typename Modifier> bool modify(iterator position,Modifier mod); template<typename Modifier,typename Rollback> bool modify(iterator position,Modifier mod,Rollback back); template<typename Modifier> bool modify_key(iterator position,Modifier mod); template<typename Modifier,typename Rollback> bool modify_key(iterator position,Modifier mod,Rollback back); void swap(index class name& x); void clear()noexcept; // observers: key_from_value key_extractor()const; key_compare key_comp()const; value_compare value_comp()const; // set operations: template<typename CompatibleKey> iterator find(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> iterator find( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> size_type count(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> size_type count(const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> iterator lower_bound(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> iterator lower_bound( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> iterator upper_bound(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> iterator upper_bound( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> std::pair<iterator,iterator> equal_range( const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> std::pair<iterator,iterator> equal_range( const CompatibleKey& x,const CompatibleCompare& comp)const; // range: template<typename LowerBounder,typename UpperBounder> std::pair<iterator,iterator> range( LowerBounder lower,UpperBounder upper)const; // rank operations: iterator nth(size_type n)const; size_type rank(iterator position)const; template<typename CompatibleKey> size_type find_rank(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> size_type find_rank( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> size_type lower_bound_rank(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> size_type lower_bound_rank( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> size_type upper_bound_rank(const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> size_type upper_bound_rank( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename CompatibleKey> std::pair<size_type,size_type> equal_range_rank( const CompatibleKey& x)const; template<typename CompatibleKey,typename CompatibleCompare> std::pair<size_type,size_type> equal_range_rank( const CompatibleKey& x,const CompatibleCompare& comp)const; template<typename LowerBounder,typename UpperBounder> std::pair<size_type,size_type> range_rank(LowerBounder lower,UpperBounder upper)const; }; // index comparison: template<arg set 1,arg set 2> bool operator==( const index class name<arg set 1>& x, const index class name<arg set 2>& y) { return x.size()==y.size()&&std::equal(x.begin(),x.end(),y.begin()); } template<arg set 1,arg set 2> bool operator<( const index class name<arg set 1>& x, const index class name<arg set 2>& y) { return std::lexicographical_compare(x.begin(),x.end(),y.begin(),y.end()); } template<arg set 1,arg set 2> bool operator!=( const index class name<arg set 1>& x, const index class name<arg set 2>& y) { return !(x==y); } template<arg set 1,arg set 2> bool operator>( const index class name<arg set 1>& x, const index class name<arg set 2>& y) { return y<x; } template<arg set 1,arg set 2> bool operator>=( const index class name<arg set 1>& x, const index class name<arg set 2>& y) { return !(x<y); } template<arg set 1,arg set 2> bool operator<=( const index class name<arg set 1>& x, const index class name<arg set 2>& y) { return !(x>y); } // index specialized algorithms: template<implementation defined> void swap(index class name& x,index class name& y); } // namespace boost::multi_index::detail } // namespace boost::multi_index } // namespace boost
We follow the terminology described in the complexity signature section. The complexity signature of ranked indices is:
c(n)=n*log(n)
,i(n)=log(n)
,h(n)=1
(constant) if the hint element
is immediately after the point of insertion, h(n)=log(n)
otherwise,d(n)=log(n)
,r(n)=1
(constant) if the element position does not
change, r(n)=log(n)
otherwise,m(n)=1
(constant) if the element position does not
change, m(n)=log(n)
otherwise.
These complexity guarantees are the same as those of
ordered indices
except for deletion, which is log(n)
here and amortized constant there.
Ordered indices are instantiated internally to multi_index_container
and
specified by means of indexed_by
with index specifiers ranked_unique
and ranked_non_unique
. Instantiations are dependent on the
following types:
Value
from multi_index_container
,Allocator
from multi_index_container
,TagList
from the index specifier (if provided, otherwise tag<>
is assumed),KeyFromValue
from the index specifier,Compare
from the index specifier.
The rank of an iterator it
of a given container c
(and,
by extension, of the element it points to if the iterator is dereferenceable)
is std::distance(c.begin(),it)
.
See the documentation of ordered indices for an explanation of the notions of compatible extension, compatible key, lower bounder and upper bounder, which are referred to below.
iterator nth(size_type n)const;
Effects: Returns an iterator with rankn
, orend()
ifn>=size()
.
Complexity:O(log(n))
.
size_type rank(iterator position)const;
Requires:position
is a valid iterator of the index.
Effects: Returns the rank ofposition
.
Complexity:O(log(n))
.
template<typename CompatibleKey> size_type find_rank(const CompatibleKey& x)const;
Requires:CompatibleKey
is a compatible key ofkey_compare
.
Effects: Equivalent torank(find(k))
.
Complexity:O(log(n))
.
template<typename CompatibleKey,typename CompatibleCompare>
size_type find_rank(const CompatibleKey& x,const CompatibleCompare& comp)const;
Requires: (CompatibleKey
,CompatibleCompare
) is a compatible extension ofkey_compare
.
Effects: Equivalent torank(find(x,comp))
.
Complexity:O(log(n))
.
template<typename CompatibleKey>
size_type lower_bound_rank(const CompatibleKey& x)const;
Requires:CompatibleKey
is a compatible key ofkey_compare
.
Effects: Equivalent torank(lower_bound(x))
.
Complexity:O(log(n))
.
template<typename CompatibleKey,typename CompatibleCompare>
size_type lower_bound_rank(const CompatibleKey& x,const CompatibleCompare& comp)const;
Requires: (CompatibleKey
,CompatibleCompare
) is a compatible extension ofkey_compare
.
Effects: Equivalent torank(lower_bound(x,comp))
.
Complexity:O(log(n))
.
template<typename CompatibleKey>
size_type upper_bound_rank(const CompatibleKey& x)const;
Requires:CompatibleKey
is a compatible key ofkey_compare
.
Effects: Equivalent torank(upper_bound(x))
.
Complexity:O(log(n))
.
template<typename CompatibleKey,typename CompatibleCompare>
size_type upper_bound_rank(const CompatibleKey& x,const CompatibleCompare& comp)const;
Requires: (CompatibleKey
,CompatibleCompare
) is a compatible extension ofkey_compare
.
Effects: Equivalent torank(upper_bound(x,comp))
.
Complexity:O(log(n))
.
template<typename CompatibleKey>
std::pair<size_type,size_type> equal_range_rank(
const CompatibleKey& x)const;
Requires:CompatibleKey
is a compatible key ofkey_compare
.
Effects: Equivalent tomake_pair(lower_bound_rank(x),upper_bound_rank(x))
.
Complexity:O(log(n))
.
template<typename CompatibleKey,typename CompatibleCompare>
std::pair<size_type,size_type> equal_range_rank(
const CompatibleKey& x,const CompatibleCompare& comp)const;
Requires: (CompatibleKey
,CompatibleCompare
) is a compatible extension ofkey_compare
.
Effects: Equivalent tomake_pair(lower_bound_rank(x,comp),upper_bound_rank(x,comp))
.
Complexity:O(log(n))
.
template<typename LowerBounder,typename UpperBounder>
std::pair<size_type,size_type> range_rank(
LowerBounder lower,UpperBounder upper)const;
Requires:LowerBounder
andUpperBounder
are a lower and upper bounder ofkey_compare
, respectively.
Effects: Equivalent toComplexity:auto p=range(lower,upper); return make_pair(rank(p.first),rank(p.second));O(log(n))
.
Variants: In place oflower
orupper
(or both), the singular valueboost::multi_index::unbounded
can be provided. This acts as a predicate which all values of typekey_type
satisfy.
The prerequisites and postconditions associated to serialization of
multi_index_container
s with ranked indices are exactly the same
as those of ordered indices.
Revised May 4th 2015
© Copyright 2003-2015 Joaquín M López Muñoz. 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)