Number of skew-symmetric n X n matrices A = (a_ij) with entries from {-1,0,+1} such that a_wx a_yz + a_wy a_xz + a_wz a_xy = a_wx a_wy a_wz a_xy a_xz a_yz for all distinct w,x,y,z in {1..n}.

A204809

Number of skew-symmetric n X n matrices A = (a_ij) with entries from {-1,0,+1} such that a_wx a_yz + a_wy a_xz + a_wz a_xy = a_wx a_wy a_wz a_xy a_xz a_yz for all distinct w,x,y,z in {1..n}.

Terms

    a(0) =1a(1) =3a(2) =27a(3) =125a(4) =461a(5) =1583a(6) =5335a(7) =17881a(8) =59641a(9) =197691a(10) =650739a(11) =2127381a(12) =6910853

External references