[seqfan] Woodcock "a two variable Riemann zeta function"

[Richard Mathar]

Defined in JNT 27 (1987) 212-221 in the Woodcock article: a square array
of A_{m,n}^* fractions 
(-1)^m*A_{m,n}^* = (-1)^(m+n+1)/(n+1)*sum_{r=0.. floor (n+1)/2}
  * binomial(n+1,2r)B_{m+n+1-2r}B_{2r}+(-1)^(m+n)/(n+1)*B_m *B_{n+1+
  +- (-1)^(m+n+1)*B_{m+n})/2
where B are the Bernoullin numbers, and where the minus sign in the "+-"
is taken iff n=0.

columns n=0,1,1,2,3,, rows m=0,1,2,:

   1/2   -1/6  0       1/30  0       -1/42  0       1/30
   -1/6  1/12  -1/60   -1/60 1/84     1/84   -1/60   -1/60
   0    -1/60  1/60    -1/420  -1/84  1/140  1/60    -13/660
   1/30  -1/60  -1/420  1/84  -1/420  -1.60  7/660   5/132

Is this already in the OEIS?