3. The apparatus of claim 2, further comprising: for each of the initial row and M rows, the arithmetic unit multiplies the second and third inputs to generate a product and adds the product to the first input to generate the result stored in the accumulator. 4. The apparatus of claim ...
Note that the Laplacian eigenvalue Λα multiplies Ki. If the mean field network approximation is considered (i.e., Λα = −1), we can, thus, rewrite the matrix J as $$J = \left( {\begin{array}{*{20}{c}} {f_x - K_i} & {f_y} \\ {g_x} & {g_y - K_i} ...