Here is my code:
#include<vector>
#include<algorithm>
#include<iostream>
using namespace std;
void test()
{
vector<vector<int>> info = {{0,0,999}, {0,1,1000}, {0,2,1001},
{0,3,1002}, {0,4,1003}, {0,5,1004},
{0,6,1005}, {0,7,1006}, {1,0,1000},
{1,1,999}, {1,2,1000}, {1,3,1001},
{1,4,1002}, {1,5,1003}, {1,6,1004},
{1,7,1005}, {2,0,1001}, {2,1,1000},
{2,2,999}, {2,3,1000}, {2,4,1001},
{2,5,1002}, {2,6,1003}, {2,7,1004},
{3,0,1002}, {3,1,1001}, {3,2,1000},
{3,3,999}, {3,4,1000}, {3,5,1001},
{3,6,1002}, {3,7,1003}, {4,0,1003},
{4,1,1002}, {4,2,1001}, {4,3,1000},
{4,4,999}, {4,5,1000}, {4,6,1001},
{4,7,1002}, {5,0,1004}, {5,1,1003},
{5,2,1002}, {5,3,1001}, {5,4,1000},
{5,5,999}, {5,6,1000}, {5,7,1001},
{6,0,1005}, {6,1,1004}, {6,2,1003},
{6,3,1002}, {6,4,1001}, {6,5,1000},
{6,6,999}, {6,7,1000}, {7,0,1006},
{7,1,1005}, {7,2,1004}, {7,3,1003},
{7,4,1002},{7,5,1001}};
auto cmp=[](const auto& a,const auto& b){
if(a[2]<b[2])return true;
if(a[0]<b[0])return true;
return a[1]<b[1];
};
sort(begin(info),end(info),cmp);
}
int main()
{
test();
}
I use g++ 13.2 compile under Ubuntu 24.04 LTS(Linux 6.8.0-39-generic) build and run the code crashes on sort, very strange:
zzhao@zzhao-System-Version:~$ g++ -std=c++20 z3.cpp
zzhao@zzhao-System-Version:~$ ./a.out
Segmentation fault (core dumped)
2
Answers
Your comparator does not respect strict-weak ordering.
Take for example:
a = {2,0,1}, b = {1,0,2}
It will return true for a<b (due to the first
if
in the comparator), but also true for b<a (due to the secondif
in it).Since this does not satisfy the requirement of a comparator for
std::sort
, it causes undefined behavior.The code is crashing because the comparison function for sorting is messed up. Basically, it isn’t following the rules that std::sort needs to work properly. The original function is all over the place, sometimes saying one thing is smaller, sometimes not – it is super inconsistent.
To fix it, I had to rewrite the comparison part. Now it checks the third number first, then the first, then the second. It’s way more logical and consistent this way.