ausblenden:
Schlagwörter:
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Zusammenfassung:
In this paper an O(N log N) algorithm for routing through a rectangle is
presented. Consider an n-by-m rectangular grid and a set of N two-terminal
nets. A net is a pair of points on the boundary of the rectangle. A layout is a
set of edge-disjoint paths, one for each net. Our algorithm constructs a
layout, if there is one, in O(N log N) time; this contrasts favorably with the
area of the layout that might be as large as N2. The layout constructed can be
wired using four layers of interconnect with only O(N) contact cuts. A partial
extension to multiterminal nets is also discussed.
