From the values available in OEIS, it appears that $P_n <Q_n$, for all $n>1$, where $P_n, Q_n$ represent respectively the numbers of partial orders and quasiorders on $n$ elements.
Is there a way to prove/disprove this?
From the values available in OEIS, it appears that $P_n <Q_n$, for all $n>1$, where $P_n, Q_n$ represent respectively the numbers of partial orders and quasiorders on $n$ elements.
Is there a way to prove/disprove this?
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