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<p>map  such that  is a <a href="page.php?w=Cofinal_%28mathematics%29">cofinal</a> subset of  and  The map  is called [[order-preserving]] and an order homomorphism if whenever  then  The set  being [[Cofinal (mathematics) in  means that for every  there exists some  such that </p>

<p>If  is a cluster point of some subnet of  then  is also a cluster point of </p>

<p><big>Ultranets</big></p>
<p>A net  in set  is called a {{visible anchor}} or an {{visible anchor}} if for every subset   is eventually in  or  is eventually in the complement  </p>

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