Pages that link to "Item:Q1326968"
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The following pages link to The hyperspaces of infinite-dimensional compacta for covering and cohomological dimension are homeomorphic (Q1326968):
Displaying 12 items.
- On Borel mappings and \(\sigma\)-ideals generated by closed sets (Q452039) (← links)
- Mazurkiewicz manifolds and homogeneity (Q658378) (← links)
- Infinite-dimensionality type properties of certain hyperspaces (Q796139) (← links)
- Strongly countable dimensional compacta form the Hurewicz set (Q869660) (← links)
- The space of infinite-dimensional compacta and other topological copies of \((l_ f^ 2)^ \omega\) (Q1188082) (← links)
- More absorbers in hyperspaces (Q2400874) (← links)
- Dugundji's canonical covers, asymptotic and covering dimension (Q2452048) (← links)
- Universal Cell-Like Maps (Q4318319) (← links)
- Cohomological dimension and approximate limits (Q4356727) (← links)
- The Mardesic factorization theorem for extension theory and c-separation (Q4501103) (← links)
- Hyperspaces of Peano and ANR continua (Q5936535) (← links)
- On hyperspaces and homeomorphism groups homeomorphic to products of absorbing sets and \(R^\infty\) (Q5954672) (← links)