Skip to main content
John McVey's user avatar
John McVey's user avatar
John McVey's user avatar
John McVey
  • Member for 6 years, 3 months
  • Last seen more than a month ago
comment
Growth rate of $|{\rm cd}(S_n)|$
Thanks, @GerryMyerson. At some point in my life, I'll remember to consult the OEIS.
comment
Growth rate of $|{\rm cd}(S_n)|$
@Teo: I have a feel for how standard "cd" is/is not, and point out that, two sentences later, mentioned performing searches with no notations. These are examples, not an exhaustive list of what all I did.
asked
Loading…
Loading…
awarded
comment
Does the symmetric group $S_{10}$ factor as a knit product of symmetric subgroups $S_6$ and $S_7$?
@Geoff Robinson: While I've used variants of that first paragraph, I've never seen one this succinct nor this broad before. Thanks especially for that.
comment
Does the symmetric group $S_{10}$ factor as a knit product of symmetric subgroups $S_6$ and $S_7$?
@DerekHolt I agree. While I greatly appreciate your code (and see a personal use for it), I have to go with Geoff's answer. Thank, everybody!
awarded
awarded
Loading…
comment
Wanted: multiple primes in $(\frac{5n}6,n)$
Molsen's paper indeed fits the bill. Thanks all!
accepted
awarded
awarded
revised
Wanted: multiple primes in $(\frac{5n}6,n)$
added 20 characters in body
Loading…
comment
Wanted: multiple primes in $(\frac{5n}6,n)$
@EmilJeřábek You're right. I didn't check that my code for some reason recorded 47 as being in this interval. Mea culpa.
asked
Loading…
awarded
comment
Conjectured combinatorial non-equality
To record for posterity, the result can be made stronger with a little less work. We can prove @Martin Rubey's observation directly (alternating (k), (n-k), (k+1), (n-k-1), etc. yields a strictly increasing sequence) using only the second and third computation.