Same as Duplicate of A054726.
Same as Duplicate of A054726.
Non-crossing graphs with n nodes.
Same as A054726.
1, 1, 2, 8, 48, 352, 2880, 25216, 231168, 2190848, 21292032, 211044352, 2125246464, 21681954816, 223623069696, 2327818174464, 24424842461184, 258054752698368, 2742964283768832, 29312424612462592, 314739971287154688
0,1,3
F. Cazals, <a href="http://algo.inria.fr/libraries/autocomb/NCC-html/NCC.html">Combinatorics of Non-Crossing Configurations</a>, Studies in Automatic Combinatorics, Volume II (1997).
br:={EA = Union(Sequence(EA, card >= 2), Prod(V, Sequence(EA), Sequence(EA))), V=Union(Prod(Z, G)), G=Union(Epsilon, Prod(Z, G), Prod(V, V, Sequence(EA), Sequence(EA), Sequence(Union(Sequence(EA, card>=1), Prod(V, Sequence(EA), Sequence(EA)))))) }; ggSeq:=[seq(count([G, br], size=i), i=0..20)];
nonn,new
dead
njas, Jul 10 2003
Non-crossing graphs with n nodes.
1, 1, 2, 8, 48, 352, 2880, 25216, 231168, 2190848, 21292032, 211044352, 2125246464, 21681954816, 223623069696, 2327818174464, 24424842461184, 258054752698368, 2742964283768832, 29312424612462592, 314739971287154688
0,3
F. Cazals, <a href="http://algo.inria.fr/libraries/autocomb/NCC-html/NCC.html">Combinatorics of Non-Crossing Configurations</a>, Studies in Automatic Combinatorics, Volume II (1997).
br:={EA = Union(Sequence(EA, card >= 2), Prod(V, Sequence(EA), Sequence(EA))), V=Union(Prod(Z, G)), G=Union(Epsilon, Prod(Z, G), Prod(V, V, Sequence(EA), Sequence(EA), Sequence(Union(Sequence(EA, card>=1), Prod(V, Sequence(EA), Sequence(EA)))))) }; ggSeq:=[seq(count([G, br], size=i), i=0..20)];
nonn
njas, Jul 10 2003
approved