The cycle structure of channel graphs in nonsliceable floorplans and a unified algorithm for feasible routing order

Abstract

Channel graphs for nonsliceable floorplans are studied for determination of feasible channel routing order. The minimum feedback vertex set (MFVS) formulation is revisited and a polynomial time heuristic is presented. It is shown that feasible routing orders with reserved channels, L-channels, and monotone channels can be obtained from a given MFVS for any floorplan. This approach provides a powerful tool to unify all three previous approaches and produces a solution with comparable efficiency and quality.<>