Principal Möbius function values for permutations under classic pattern containment
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These files have the value of the principal Möbius function \mu[1, \pi] for all canonical permutations with length 11 or less.<br>A permutation is canonical if, amongst the symmetries of the permutation, it has smallest lexicographic order.<br>Each line contains the permutation, the number of symmetries, and the value of the principal Möbius function, separated by semi-colons. For example,<br>{1,3,2} ; 4 ; -1<br>tells us that the permutation 132 has four symmetries, and that the value of the principal Möbius function is -1.<br><br><br><br>
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The Open University创建时间：
2018-10-05
