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First series of Hankel determinants based on the products of neighboring Bell numbers.
0

%I #6 Feb 14 2017 09:51:48

%S 1,1,6,1055,14606314,33143919758680,22267046989512672170336,

%T 7285866264181337147045855103986688,

%U 1781649668242877630192672905891678928849224925184,473327995970000906910794932602675277099003301525093377217468301312,190409117523115245360631492077956735203951134543617722726883256728186285522700472418304

%N First series of Hankel determinants based on the products of neighboring Bell numbers.

%p with(LinearAlgebra), with(combinat):

%p h0:=(i,j)->bell(i+j-2)*bell(i+j-1);

%p seq(Determinant(Matrix(kk,kk,h0)),kk=0..10);

%t Flatten[{1,

%t Table[Det[

%t Table[BellB[i + j - 2]*BellB[i + j - 1], {i, n}, {j, n}]], {n,

%t 10}]}]

%Y Cf. A278903

%K nonn

%O 0,3

%A _Karol A. Penson_, Feb 09 2017

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Last modified September 22 12:29 EDT 2024. Contains 376114 sequences. (Running on oeis4.)