C++:提升ptree相对键
C++: boost ptree relative key
在 C++ 中使用 boost
中的 ptree
,我需要找到相关键以从 a.b
中访问 a.b.c2.e1
。这个键是c2.e1
。我如何编写一个函数来找到这个相对键?
#include <iostream>
#include <boost/property_tree/ptree.hpp>
#include <boost/property_tree/json_parser.hpp>
using namespace boost::property_tree;
std::string relative_key(const ptree &p1,const ptree &p2)
{
??????????????
// return "b.c2.e1";
}
int main()
{
ptree pt0;
pt0.put("a.b.c1",4);
pt0.put("a.b.c2.e1",4);
pt0.put("a.b.c4",4);
pt0.put("a.d",4);
pt0.put("k.m",4);
pt0.put("k.n",4);
ptree &pt_e1=pt0.get_child("a.b.c2.e1");
ptree &pt_b=pt0.get_child("a.b");
std::cout<<relative_key(pt_e1,pt_b)<<std::endl;
return 0;
}
你需要写一个递归搜索函数,比如:
bool find_subtree_helper(ptree const& haystack, ptree const& needle, path_type& path) {
if (std::addressof(haystack) == std::addressof(needle))
return true;
for (auto& child : haystack) {
auto next = path;
next /= child.first;
if ( std::addressof(child.second) == std::addressof(needle)
|| find_subtree_helper(child.second, needle, next))
{
path = next;
return true;
}
}
return false;
}
path_type find_subtree(ptree const& haystack, ptree const& needle) {
path_type path;
if (!find_subtree_helper(haystack, needle, path))
throw std::range_error("not subtree");
return path;
}
像这样使用它:
path_type p = find_subtree(pt_b, pt_e1);
std::cout << p.dump() << std::endl;
打印 "c2.e1".
完整列表
#include <iostream>
#include <boost/property_tree/ptree.hpp>
#include <boost/property_tree/json_parser.hpp>
using namespace boost::property_tree;
using path_type = ptree::path_type;
bool find_subtree_helper(ptree const& haystack, ptree const& needle, path_type& path) {
if (std::addressof(haystack) == std::addressof(needle))
return true;
for (auto& child : haystack) {
auto next = path;
next /= child.first;
if ( std::addressof(child.second) == std::addressof(needle)
|| find_subtree_helper(child.second, needle, next))
{
path = next;
return true;
}
}
return false;
}
path_type find_subtree(ptree const& haystack, ptree const& needle) {
path_type path;
if (!find_subtree_helper(haystack, needle, path))
throw std::range_error("not subtree");
return path;
}
int main()
{
ptree pt0;
pt0.put("a.b.c1",4);
pt0.put("a.b.c2.e1",4);
pt0.put("a.b.c4",4);
pt0.put("a.d",4);
pt0.put("k.m",4);
pt0.put("k.n",4);
ptree &pt_e1 = pt0.get_child("a.b.c2.e1");
ptree &pt_b = pt0.get_child("a.b");
path_type p = find_subtree(pt_b, pt_e1);
std::cout << p.dump() << std::endl;
}
在 C++ 中使用 boost
中的 ptree
,我需要找到相关键以从 a.b
中访问 a.b.c2.e1
。这个键是c2.e1
。我如何编写一个函数来找到这个相对键?
#include <iostream>
#include <boost/property_tree/ptree.hpp>
#include <boost/property_tree/json_parser.hpp>
using namespace boost::property_tree;
std::string relative_key(const ptree &p1,const ptree &p2)
{
??????????????
// return "b.c2.e1";
}
int main()
{
ptree pt0;
pt0.put("a.b.c1",4);
pt0.put("a.b.c2.e1",4);
pt0.put("a.b.c4",4);
pt0.put("a.d",4);
pt0.put("k.m",4);
pt0.put("k.n",4);
ptree &pt_e1=pt0.get_child("a.b.c2.e1");
ptree &pt_b=pt0.get_child("a.b");
std::cout<<relative_key(pt_e1,pt_b)<<std::endl;
return 0;
}
你需要写一个递归搜索函数,比如:
bool find_subtree_helper(ptree const& haystack, ptree const& needle, path_type& path) {
if (std::addressof(haystack) == std::addressof(needle))
return true;
for (auto& child : haystack) {
auto next = path;
next /= child.first;
if ( std::addressof(child.second) == std::addressof(needle)
|| find_subtree_helper(child.second, needle, next))
{
path = next;
return true;
}
}
return false;
}
path_type find_subtree(ptree const& haystack, ptree const& needle) {
path_type path;
if (!find_subtree_helper(haystack, needle, path))
throw std::range_error("not subtree");
return path;
}
像这样使用它:
path_type p = find_subtree(pt_b, pt_e1);
std::cout << p.dump() << std::endl;
打印 "c2.e1".
完整列表
#include <iostream>
#include <boost/property_tree/ptree.hpp>
#include <boost/property_tree/json_parser.hpp>
using namespace boost::property_tree;
using path_type = ptree::path_type;
bool find_subtree_helper(ptree const& haystack, ptree const& needle, path_type& path) {
if (std::addressof(haystack) == std::addressof(needle))
return true;
for (auto& child : haystack) {
auto next = path;
next /= child.first;
if ( std::addressof(child.second) == std::addressof(needle)
|| find_subtree_helper(child.second, needle, next))
{
path = next;
return true;
}
}
return false;
}
path_type find_subtree(ptree const& haystack, ptree const& needle) {
path_type path;
if (!find_subtree_helper(haystack, needle, path))
throw std::range_error("not subtree");
return path;
}
int main()
{
ptree pt0;
pt0.put("a.b.c1",4);
pt0.put("a.b.c2.e1",4);
pt0.put("a.b.c4",4);
pt0.put("a.d",4);
pt0.put("k.m",4);
pt0.put("k.n",4);
ptree &pt_e1 = pt0.get_child("a.b.c2.e1");
ptree &pt_b = pt0.get_child("a.b");
path_type p = find_subtree(pt_b, pt_e1);
std::cout << p.dump() << std::endl;
}