On the three-dimensional single-active-layer routing (回路とシステム)

概要

論文の詳細を見る
The 3-D channel routing is a fundamental problem on the physical design of 3-D integrated circuits. The 3-D single-active-layer routing problem is stated as follows. Given a 3-D channel G, which is a 3-D grid, and the terminals located on the bottom layer of G, connect the terminals in each net with a Steiner tree (wire) in G using as few layers as possible in such a way that wires for distinct nets are disjoint. This paper shows that the problem is NP-hard. We also show that any set of nets with n terminals can be routed in a 3-D channel consisting of (2√<n>×2√<n>×5√<n>/2)-grid if every terminal is located on odd x-and y-coordinates.
社団法人電子情報通信学会の論文
2008-10-30

著者

Ueno Shuichi
Department Of Communication And Integrated Systems Tokyo Institute Of Technology
Tayu Satoshi
Department Of Communication And Integrated Systems Tokyo Institute Of Technology
Ueno Shuichi
Department Of Biological Science Faculty Of Science Yamaguchi University

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On the three-dimensional single-active-layer routing (回路とシステム)

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