Partition of a set.
4 views (last 30 days)
Show older comments
consider a partition of X= with where denotes the union of disjoint sets.
Remark that ,
I would like to implement the matlab code for above partition.
Please help me .
Thanks in advance.
3 Comments
Accepted Answer
Bruno Luong
on 30 Mar 2021
Edited: Bruno Luong
on 30 Mar 2021
>> N=5; L=3;
>> h=allVL1(L,N-L)+1;
>> H=arrayfun(@(r) mat2cell(1:N,1,h(r,:)),(1:size(h,1))','unif',false);
>> DispPartObj(H) % FEX in my other answer
The 6 partition(s) are:
{1} {2} {3 4 5}
{1} {2 3} {4 5}
{1} {2 3 4} {5}
{1 2} {3} {4 5}
{1 2} {3 4} {5}
{1 2 3} {4} {5}
More Answers (1)
Bruno Luong
on 30 Mar 2021
Edited: Bruno Luong
on 30 Mar 2021
>> N=5; L=3;
>> DispPartObj(SetPartition(N,L))
The 25 partition(s) are:
{1 2 3} {4} {5}
{1 2 4} {3} {5}
{1 2} {3 4} {5}
{1 3 4} {2} {5}
{1 3} {2 4} {5}
{1 4} {2 3} {5}
{1} {2 3 4} {5}
{1 2 5} {3} {4}
{1 2} {3 5} {4}
{1 2} {3} {4 5}
{1 3 5} {2} {4}
{1 3} {2 5} {4}
{1 3} {2} {4 5}
{1 5} {2 3} {4}
{1} {2 3 5} {4}
{1} {2 3} {4 5}
{1 4 5} {2} {3}
{1 4} {2 5} {3}
{1 4} {2} {3 5}
{1 5} {2 4} {3}
{1} {2 4 5} {3}
{1} {2 4} {3 5}
{1 5} {2} {3 4}
{1} {2 5} {3 4}
{1} {2} {3 4 5}
See Also
Categories
Find more on Logical in Help Center and File Exchange
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!