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- D-偏序集D-poset
- 但是偏序集理论与不同种广义拟阵间的包含关系的直接联系是什么呢?But what is the direct relation between poset theory and the containment relations between different kinds of greedoids?
- 一个偏序集是一个FS-Domain当且仅当它为Lawson紧的FS-偏序集;A poset is an FS-domain iff it is a Lawson compact FS-poset.
- 设X为偏序集(T_0A-空间),S(X)表示X上保序(连续)自映射作成的半群.Let X be a partialiy ordered set (T0A-space). S(X) denote the semigroup of isotone se lfmaps ( continuous selfmaps) on parti-ally orde red se t ( T0 A - space ) X.
- 证明了有限格 2 X 的自同构群 Aut2 X 与有限偏序集 X的自同构群是同构的这一结论In this paper, let X be a finite poset, then Aut2 X ?Aut X .
- 由对称矩阵的偏序关系引出的一个矩阵极值问题A Matrix Extreme Value From the Semi-order of Symmetry Matrix
- 半良序集partly well ordered set
- 序集ordered set
- 偏序partial order
- 偏序粒partial granulation
- 双序集Biordered set
- 割序集Cut Sequence Set(CSS)
- 偏序类partial order classification
- 强偏序[计] strong partial order
- 拟序集quasi order set
- 偏序图partial order graph
- 直积序集direct product ordered set
- 弱偏序[计] weak partial order
- 逆良序集inversely well-ordered set
- LF-拟序集LF-preordered set
