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Find link is a tool written by Edward Betts .
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Enumerations of specific permutation classes (view )
searching for Permutation class 3 found (8 total)
alternate case: permutation class
17 (number)
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of finite simple groups). In base ten, (17, 71) form the seventh permutation class of permutable primes. The sequence of residues (mod n) of a googol
Competitive regret
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partition P σ {\displaystyle \mathbb {P} _{\sigma }} denotes the permutation class on Δ k {\displaystyle \Delta _{k}} , where p {\displaystyle p} and
Lyndon word
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second omitted string, "10", is aperiodic but is not minimal in its permutation class as it can be cyclically permuted to the smaller string "01". The empty