| An existence theorem of a unique completely labeled simplex of type Ⅱ |
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| 作者姓名： | GUOBao-lin |
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| 作者单位： | CollegeofInformationEngineering,DalianUniversity,LiaoningDalian116622 |
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| 基金项目： | The Doctoral Program Foundation of Dalian University |
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| 摘 要： | <正> For a simplex P in the strong standardform,the Labeling Rule precludesthe possibility of coexistence for acompletely labeled simplex of typeand Ⅱ1].Inthis paper,a sufficient condition isgiven,in which P does not contain an integralpoint. Further,a new existencetheorem of a unique completelylabeled simplex oftype Ⅱ in R2 is proposed,while P dose not contain anintegral point.
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| 关 键 词： | 线性规划 存在性定理 标号规则 唯一性 |
An existence theorem of a unique completely labeled simplex of type II |
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| GUOBao-lin.An existence theorem of a unique completely labeled simplex of type II[J].Journal of Dalian University,2002,23(6):73-79. |
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| Authors: | GUO Bao-lin |
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| Abstract: | For a simplex P in the strong standard form, the Labeling Rule precludes the possibility of coexistence for a completely labeled simplex of type I and II1]. In this paper, a sufficient condition is given, in which P does not contain an integral point. Further, a new existence theorem of a unique completely labeled simplex of type II in R2 is proposed, while P dose not contain an integral point. |
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| Keywords: | simplex labeling rule completely labeled simplex |
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