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5 votes
3 answers
228 views

Permutation avoidance function

It is common for me to see if a permutation of 1,2,...,n, avoids some fixed permutation pattern. For example, the permutation [1,4,2,3,5] contains the pattern 1,3,2, as the elements [1,4,3] appear in ...
Per Alexandersson's user avatar
4 votes
1 answer
127 views

Binary permutation list code in Mathematica

Given some natural number $N$, I am interested in the set of all binary permutations of length $N$ (with the intention of storing in lists depending on how many $1$'s appear in each permutation). My ...
John Doe's user avatar
  • 271
4 votes
2 answers
178 views

4X4 matrix of distinct cubed integers with identical row and column sums

I wrote the following code: ...
Jan Eerland's user avatar
  • 2,001
1 vote
0 answers
430 views

Sum over cyclic permutation of indices

To define the Schouten bracket I need to be able to sum over a cyclic permutation of the indices: $$ [\Phi,\Xi]_S=\mathfrak S_{i,j,k} \left(\Phi^{is}\partial_s\Xi^{jk}+ \Xi^{is}\partial_s\Phi^{jk}\...
Anne O'Nyme's user avatar
4 votes
2 answers
98 views

Improve quality of my code to generating list

I need to write a function that constructs a set of certain permutations of a list of an even number of entries. Below, you can see my program that gives the correct result. ...
QuantumDot's user avatar
  • 19.7k