[see also: magnitude]

Clearly, $F$ has size $\le p$.

All inputs of size $n$ are equally likely to occur.

Their result gives no information when $k$ is large, whereas (5) is significant regardless of the size of $k$.

The aim of this article is to study the relationship between the size of $A$, as measured by its diameter, and the extent to which $A$ fails to be convex.

Then $P$ is the product of several integer factors of about $x^n$ in size.

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