%I A065923
%S A065923 1,2,19,287,6046,163529,5402503,210861146,9494154073,484412718869,
%T A065923 27621019129606,1740608617884047,120129615653128849,9011461782602547722,
%U A065923 730048534006459494331,63523233920344578554519,5908390803126052265064598
%V A065923 1,-2,19,-287,6046,-163529,5402503,-210861146,9494154073,-484412718869,
%W A065923 27621019129606,-1740608617884047,120129615653128849,-9011461782602547722,
%X A065923 730048534006459494331,-63523233920344578554519,5908390803126052265064598
%N A065923 Bessel polynomial y_n(-3).
%D A065923 J. Riordan, Combinatorial Identities, Wiley, 1968, p. 77.
%H A065923 <a href="Sindx_Be.html#Bessel">Index entries for sequences related to 
               Bessel functions or polynomials</a>
%Y A065923 Polynomial coefficients are in A001498.
%Y A065923 Sequence in context: A106945 A125632 A124125 this_sequence A094476 A119773 
               A137647
%Y A065923 Adjacent sequences: A065920 A065921 A065922 this_sequence A065924 A065925 
               A065926
%K A065923 sign
%O A065923 0,2
%A A065923 N. J. A. Sloane (njas(AT)research.att.com), Dec 08 2001