User:Jason Kimberley/C k-reg girth ge g index

girth	C	D	E
$\geq$	Cge	Dge	Ege
$=$	Ceq	Deq	Eeq

Index of sequences counting connected k-regular simple graphs with girth at least g

wiki			$\Delta$				A185131	A184941	A184951	A184961	A184971	A184981	A184991
$\Delta$	$\Delta$	$\Sigma$	$g$ \ $k$	0	1	2	3	4	5	6	7	8	9	10	11
3	A068934	A005177	3			A179184	A002851	A006820	A006821	A006822	A014377	A014378	A014381	A014382	A014384
4	A186714	A186724	4			A185114	A014371	A033886	A058275	A058276	A181153	A181154	A181170
5	A186715	A186725	5			A185115	A014372	A058343	A205295
6	A186716	A186726	6			A185116	A014374	A058348
7	A186717	A186727	7			A185117	A014375
8	A186718	A186728	8			A185118	A014376
	A186719	A186729	9			A185119	A210709

A185131 is also tabulated by House of Graphs.

See also the Magma code of this index.