C++ homework ghostwriting, ghostwriting C++ minimum division subset programming homework

C++ homework ghostwriting, ghostwriting C++ to find the minimum division subset programming assignment
topic: to find the minimum division subset to
divide the subset problem problem description: the known set A={a1,a2,...an}, and the relationship R on the set ={ (ai,aj) | ai,aj∈A, i≠j}, where (ai,aj) indicates that there is a conflict between ai and aj. It is required to divide A into mutually disjoint subsets A1, A2,...Ak, (k≤n), so that the elements in any subset have no conflict relationship, and the number of subsets is required to be as small as possible.
Test data:
element set A={1,2,3,4,5,6,7,8,9}
conflict relation set R={ (2,8), (9,4), (2,9), (2,1), (2,5), (6,2), (5,9), (5,6), (5,4), (7,5), (7,6), (3 ,7), (6,3) }
Reference frame:
#define N 10
bool testColor(R,m)
{//Use the stack to test whether the relationship graph R can be colored with m colors, so that the conflicting elements (adjacent area) in different colors
}

int findMin(bool R[N][N])
{
for (int m=1;m<N;m++)
if (testColor(R,m)==true)
return m;
return N;
}

int main()
{//Construct test data, call findMin, and print the result
}
Requirement 1: Use the reference frame to find the minimum number of divided subsets Requirement
2: Add test cases
And print out
requirement 4: Hand in the notebook for the experimental class on March 29
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