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2012 (Vol. 4, Issue: 08)
Article Information:

Review of Efficient and Innovative Mathematical Models on VLSI Circuit Partitioning

R. Manikandan, M. Thiyagarajan and P. Swaminathan
Corresponding Author:  R. Manikandan 

Key words:  Circuit partitioning, graph theoretical algorithms, mathematical model, partitioning, , ,
Vol. 4 , (08): 978-980
Submitted Accepted Published
December 16, 2011 January 21, 2012 April 15, 2012
Abstract:

Classical Problems on any discipline of study has to undergo a series of alternative approaches at different points of time. Many experimental verification of fundamental theoretical results have to be framed in the domain of mathematical modeling based on iterative approaches. One such area of our interest is VLSI Design issue in particular Circuit Partitioning. We present here chronological order of different procedures based on variety of graph theoretical and optimization techniques. These fall into major classification of deterministic and Probabilistic tool kits. A clear cut understanding of these collection will facilitate the researchers engaged in this field for creditable contribution. Hypergraph method is better than the vertical and horizontal procedure in wing and cell partitioning .New type of hypergraph called unimodular hypergraph gives better results for VLSI Cell partitioning.
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  Cite this Reference:
R. Manikandan, M. Thiyagarajan and P. Swaminathan, 2012. Review of Efficient and Innovative Mathematical Models on VLSI Circuit Partitioning.  Research Journal of Applied Sciences, Engineering and Technology, 4(08): 978-980.
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ISSN (Online):  2040-7467
ISSN (Print):   2040-7459
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