Steiner tree method for O (nlogn) under 4-geometry |
Title: |
Steiner tree method for O (nlogn) under 4-geometry |
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Application Number: |
200410000098 |
Application Date: |
2004/01/14 |
Announcement Date: |
2004/12/29 |
Pub. Date: |
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Publication Number: |
1558350 |
Announcement Number: |
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Grant Date: |
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Granted Pub. Date: |
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ApplicationType: |
Invention |
State/Country: |
11[China|beijing] |
IPC: |
G06F 17/50 |
Applicant(s): |
Tsinghua University |
Inventor(s): |
Hong Xianlong, Jing Tong, Yang Yang |
Key Words: |
Steiner tree method, O (nlogn), 4-geometry |
Abstract: |
The Steiner tree method under O(nlogn) of 4-geometric structure belongs to the field of IC CAD technology. It features that 4-geometric structure graph is first constructed in 4-geometric structure, the minimum spanning tree corresponding to the required point set is then created based on the 4-geometric structure graph, and 4-geometric structure edge substituting method and three-point group method are designed separately and combined to the minimum spanning tree to obtain Steiner tree. The present invention has less complexity and higher Steiner tree constituting efficiency compared with O(n2) method. |
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