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Additional resources for ACM-SIGDA Physical Design Workshop #4 1993: Layout Synthesis for the New Generation of VLSI ASIC Technologies (Workshop Proceedings)

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4 .. . .. ..... :7 : 4. 6... . .. . .......... ........... 9 . ... ' ... ................... ........ I... I................... ............. ............ ............ ''...... '........... 6...... .. . . . . ....................... input node at root I output nodes ( 4, 6,7, 9, 11, 12 1 # indicates the sequence of an edge being added to the tree. Figure 6: An example of the execution of the presented layout algorithm. thickness, to. is the thickness of the insulation layer, p is the resistivity of the wire material, and fo is electrical constant, respectively.

P. Preparata, and S. M. Kang. Interconnection Delay in Very High-Speed VLSI. IEEE Trans. on Circuits and Systems, 38(7):779-790, 1991. [ZST+921 D. Zhou, S. Su, F. S. S. Cong. Analysis of Tree of Transmission Lines. Computer Science Department, Tech. Report CSD-920010, University of California, Los Angeles, March, 1992. [ZTCG92] D. Zhou, F. Tsui, J. S. Cong, and D. S. Gao. Distributed-RLC Interconnection Model for MCM Layout. to appear in MCMC-93, 1992. 43 Toward Optimal Routing Trees* Kenneth D.

Since Merged-graph = Merge (; the graph is bipartite, the vertices along each branch if Rooted tree exists in Merged-graph { of the tree must contain an alternation of group, Form-tree 0; TPMS, group, TPMS, .. , group. The TPMSs on Exit; the tree are therefore selected. In other words, the problem can be formulated as: } else{ Given a weighted bipartite graph, find a SRT which: Increase Current-orderby one; Current-graph= Pruned-graph; * covers all the vertices on a designated side, Goto label; * has the mazimal weights on those edges whose } / 26 12 I Prune In this sub-procedure, all the TPMS vertices are removed and the edges are reorganised.

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