“…We prefer type 3 decisions having the same net on the top and on the bottom of the current column. Columns with different nets on the top and on the bottom cause edges in the vertical constraint graph :(16) if net(ti) = net(bj)(17) then Iiacrease P3 else Decrease P3 *Note that d l ( p , q , L ) is the channel density and dz ( p , q, L ) is the decision type for the last coluinn: d * ( p , q , L ) = 3 means that both t, and h, have to be placed to position L. dz ( p , q , L ) = 2 (= 1) ineans that just b, (t,) has to be placed to position L. And d z ( p , g , L ) = 0 means that neither t p nor b, are assigned to L.…”