Presentation 1998/6/26
Iterative Generation of Steiner Trees by Flip for Optimum Interconnection Layout
Yasuhiro Takashima, Tsuyoshi Kurasawa, Shigetoshi Nakatake, Yoji Kajitani,
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Abstract(in English) The technology of semi-conductor is going into a deep submicron level. The interconnection is becoming critical to the performance. For a net, there exist some construction methods of interconnection. But, under the constraints of delay or shape of routing region, it is not true that the partial optimal solution leads the whole optimal solution. It is said that a searching algorithm is the best choice. We propose a searching algorithm, called flip, for optimizing multiple objectives, implement our algorithm based on the flip, and experiment to show the basic performance of flip.
Keyword(in Japanese) (See Japanese page)
Keyword(in English) routing / plane graph / Steiner tree / flip / multiple objectives / complicated routing regions
Paper # CAS98-21,VLD98-21,DSP98-50
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Committee CAS
Conference Date 1998/6/26(1days)
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Paper Information
Registration To Circuits and Systems (CAS)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) Iterative Generation of Steiner Trees by Flip for Optimum Interconnection Layout
Sub Title (in English)
Keyword(1) routing
Keyword(2) plane graph
Keyword(3) Steiner tree
Keyword(4) flip
Keyword(5) multiple objectives
Keyword(6) complicated routing regions
1st Author's Name Yasuhiro Takashima
1st Author's Affiliation Inforemation Science, Japan Advanced Inst. of Science and Tech.()
2nd Author's Name Tsuyoshi Kurasawa
2nd Author's Affiliation Dept. of Elcetrical and Electronic Engrg., Tokyo Inst. of Tech.
3rd Author's Name Shigetoshi Nakatake
3rd Author's Affiliation Dept. of Elcetrical and Electronic Engrg., Tokyo Inst. of Tech.
4th Author's Name Yoji Kajitani
4th Author's Affiliation Dept. of Elcetrical and Electronic Engrg., Tokyo Inst. of Tech.
Date 1998/6/26
Paper # CAS98-21,VLD98-21,DSP98-50
Volume (vol) vol.98
Number (no) 140
Page pp.pp.-
#Pages 8
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