11:46 AM
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Consider the usual ultra-power construction of the hyperreals $^*\mathbb R$ with ultrafilter $\mathcal F$. Let $K = [k_n] \in ^*\mathbb N$ be an unlimited hypernatural. My question is does there always exists a (strictly?) monotonically increasing sequence $(a_n)$ such that also $[a_n] = K$. And ...
The tag ultrafilters has previously been discussed on meta. The way I reed that discussion, it seems that this tags was considered to be too specific and it is better to use filters. Let's wait and see what other users thinks about the new tag.
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I've noticed that one question was recently tagged filter. (It is the only question having this tag at the moment.) I was thinking about a few related tags, which might perhaps be useful; but I wanted to ask about the opinion of other users before creating any of these tags. (I might be biased, ...
12:46 PM
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