数学季刊 ›› 2010, Vol. 25 ›› Issue (2): 293-299.

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子独立空间

  

  1. 1. Department of Mathematics, Hebei University2. Mathematics Research Center of Hebei Province3. School of Life Science, Hebei University

  • 收稿日期:2006-04-06 出版日期:2010-06-30 发布日期:2023-06-06
  • 作者简介:MAO Hua(1963-), female, native of Quxian, Sichuan, an associate professor of Hebei University, Ph.D., engages in matroid theory and lattice theory.
  • 基金资助:
     Supported by NSF of Mathematical Special Foundation of Hebei Province(08M005); Supported by NSF of Educational Department of Hebei Province(2006105);

Sub-independence-spaces

  1. 1. Department of Mathematics, Hebei University2. Mathematics Research Center of Hebei Province3. School of Life Science, Hebei University
  • Received:2006-04-06 Online:2010-06-30 Published:2023-06-06
  • About author:MAO Hua(1963-), female, native of Quxian, Sichuan, an associate professor of Hebei University, Ph.D., engages in matroid theory and lattice theory.
  • Supported by:
     Supported by NSF of Mathematical Special Foundation of Hebei Province(08M005); Supported by NSF of Educational Department of Hebei Province(2006105);

摘要: Cleverly using the relation of independence spaces and B-matroids, this paper firstly deals with the properties of the closure operator of an independence space, followed by presenting the definitions and solving some relative properties for the sub-independence spaces of an independence space with the help of circuits.

关键词: circuit, sub-independence-space, independence space, closure operator

Abstract: Cleverly using the relation of independence spaces and B-matroids, this paper firstly deals with the properties of the closure operator of an independence space, followed by presenting the definitions and solving some relative properties for the sub-independence spaces of an independence space with the help of circuits.

Key words: circuit, sub-independence-space, independence space, closure operator

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