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A decomposition theorem on Euclidean Steiner minimal trees

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成果类型:
期刊论文
作者:
HWANG, FK*;SONG, GD;TING, GY;DU, DZ
通讯作者:
HWANG, FK
作者机构:
QUIQUIHAER LIGHT ENGN COLL,HEILUNGJIANG,PEOPLES R CHINA.
QUIQUIHAER TEACHERS COLL,HEILUNGJIANG,PEOPLES R CHINA.
MATH SCI RES INST,BERKELEY,CA.
[HWANG, FK] AT&T BELL LABS,MURRAY HILL,NJ 07974, USA.
通讯机构:
[HWANG, FK] A
AT&T BELL LABS,MURRAY HILL,NJ 07974, USA.
语种:
英文
期刊:
Discrete & Computational Geometry
ISSN:
0179-5376
年:
1988
卷:
3
期:
4
页码:
367-382
机构署名:
本校为其他机构
摘要:
The Euclidean Steiner minimal tree problem is known to be an NP-complete problem and current alogorithms cannot solve problems with more than 30 points. Thus decomposition theorems can be very helpful in extending the boundary of workable problems. There have been only two known decomposition theorems in the literature. This paper provides a 50% increase in ...

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