Definition talk:Densely Ordered

Questionable: This needs to be clarified: with this defn $[0 \,.\,.\, 1]$ would not be close packed in $\R$ which would seem counter-intuitive: between $2$ and $3$ (both in $\R$) there is no element of $[0 \,.\,.\, 1]$. Maybe limits on $a$ and $b$ are needed?


 * Cf. Definition talk:Densely Ordered; the in \R messes up your intuition apparently. --Lord_Farin (talk) 08:24, 26 October 2012 (UTC)

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It occurs to me that "close packed" has another meaning in mathematics, in particular with the context of "close packed spheres". What's the thought on this: rename back to "densely ordered" and have "close packed" (from an appropriately structured disambig page) as a redirect? --prime mover (talk) 11:03, 27 October 2012 (UTC)


 * No strong preference, but I'm used to densely ordered. --Lord_Farin (talk) 15:44, 27 October 2012 (UTC)


 * Same as above. --abcxyz (talk) 15:49, 27 October 2012 (UTC)