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The following pages link to On the topology of no \(k\)-equal spaces (Q6107818):
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- The Khalimsky topologies are precisely those simply connected topologies on \(\mathbb Z^n\) whose connected sets include all 2\(n\)-connected sets but no (3\(^{n}-1\))-disconnected sets. (Q1427781) (← links)
- Hypertopologies on an open-set noose space (Q1917997) (← links)
- Filling inequalities do not depend on topology (Q3542087) (← links)