All Questions
Tagged with integer-partitions permutations
6
questions with no upvoted or accepted answers
3
votes
1
answer
852
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Counting ordered integer partition permutations of max part size
Is there a better way to do this?
The question as it was asked of me was to create an algorithm that counted the total number of ways an integer N could be partitioned into parts of size 6 or less. ...
- 31
2
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order of elements in a partition using Maple
I determined this whole partition but I just want to have the finer the partition
for example:
I have this
...
- 121
0
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47
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Which of partitions of 5 correspond exclusively to even permutations?
I am ultimately want to prove that $A_{5}$ is simple and the first step in doing so is to:
$(a)$ Write out all partitions of $5.$ Which of these correspond exclusively to even permutations?
I was able ...
user777833
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How can we map a partition of $n$ to some permutation of [1,2, ... , n]?
Here is the question I was reading:
Does every partition of n correspond to some permutation of [1,2, ... n]?
And here is a statement in the answer given there that I want to use:
If the partition is $...
user777833
0
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0
answers
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Making a group of $p$ people with $n$ available nationalities
Making a group of p people using m out of n available nationalities can be one of these two scenarios;
$m \le p \le n$ or $m \le n \le p$.
Using p,m, and n, how to evaluate the number of ways of ...
- 5,450
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Number of ways to partition $\{1,2,3, \dots, N\}$ into tuples where the size of no tuple exceeds $3$.
While it seems to me that the general answer is not going to be a neat formula, I really only need this for $N=4$ and $N=5$. I'm getting $61$ and $321$ respectively, but I'm not sure. Please help.
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