A331775
a(n) = Sum_{-n
0, 0, 0, 5, 14, 27, 52, 85, 126, 197, 284, 387, 534, 705, 900, 1187, 1514, 1881, 2328, 2823, 3366, 4095, 4896, 5769, 6818, 7955, 9180, 10667, 12266, 13977, 15928, 18007, 20214, 22899, 25752, 28773, 32114, 35639, 39348, 43733, 48350, 53199, 58544
Offset: 1
Keywords
Links
- M. A. Alekseyev, M. Basova, and N. Yu. Zolotykh. On the minimal teaching sets of two-dimensional threshold functions. SIAM Journal on Discrete Mathematics 29:1 (2015), 157-165. doi:10.1137/140978090. See p. 158.
Programs
-
Maple
VR := proc(m,n,q) local a,i,j; a:=0; for i from -m+1 to m-1 do for j from -n+1 to n-1 do if gcd(i,j)=q then a:=a+(m-abs(i))*(n-abs(j)); fi; od: od: a; end; [seq(VR(n,n,3)/4,n=1..50)];