Pages with the most categories
Showing below up to 35 results in range #1 to #35.
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- Tychonoff Theorem (4 categories)
- Tietze Extension Theorem (3 categories)
- Cone over circle with spiral homeomorphic to hyperspace of continua of circle with spiral (2 categories)
- Compact metric space Peano space iff property S (2 categories)
- Dendroid implies tree-like (2 categories)
- Metric space (2 categories)
- The Hausdorff metric is a metric on CL(x) (2 categories)
- Finite dimensional continuum with C(X) homeomorphic to Cone(X) must have dimension 1 (2 categories)
- Property S with subsets (2 categories)
- Being a pseudo-solenoid is a strong Whitney-reversible property (2 categories)
- Peano implies contractible hyperspaces (2 categories)
- Connected if and only if no proper clopen sets (2 categories)
- Countably infinite compactum homeomorphic to Pelczyński (2 categories)
- Being a pseudo-solenoid is a Whitney property (2 categories)
- All compacta admit a Whitney map (2 categories)
- Characterization of when 2^X is homogeneous (2 categories)
- Tree-like implies hereditarily unicoherent (2 categories)
- Hereditarily equivalent implies hereditarily self-like and subcontinuum-like (2 categories)
- Empty Set (2 categories)
- Connected subset of Peano continuum is arcwise connected (2 categories)
- Characterization of when C(X) is homogeneous (2 categories)
- Existence of continuous onto map from continuum X to indecomposable continuum Y implies X has indecomposable subcontinuum (2 categories)
- Being a pseudo-arc is a Whitney property (2 categories)
- Subspace (2 categories)
- Separable locally compact Peano space is arcwise connected (2 categories)
- All open subsets of Peano continuum are locally arcwise connected (2 categories)
- Relationship between irreducibility and indecomposability (2 categories)
- Being a pseudo-arc is a sequential strong Whitney-reversible property (2 categories)
- Zero-dimensional perfect compact space is Cantor set (2 categories)
- Onto monotone map of an interval is an arc (2 categories)
- Sorgenfrey's theorem on triods and irreducibility (2 categories)
- Topological space (2 categories)
- Locally connected if and only if connected im kleinen (2 categories)
- Metric space with property S is Peano (2 categories)
- Graphs are Peano continua (2 categories)
