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Reference.org
Interlocking interval topology
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<p>In mathematics, and especially <a href="/facts/General_topology/ezC7B0yP">general topology</a>, the interlocking interval topology is an example of a <a href="/facts/Topology/2EqW47cU">topology</a> on the set <i>S</i> := R+ \ Z+, i.e. the set of all positive <a href="/facts/Real_number/R02gw5Pb">real numbers</a> that are not positive <a href="/facts/Natural_number/u65og8JE">whole numbers</a>. </p>