[see also: great, more, extensive, substantial]
This is a condition on how large $f$ is.
The process slows down for large $x$.
Unfortunately, this only holds for $n$ sufficiently large.
Then $M_n(x)=0$ for every $x$, however large. [= no matter how large]
Here $L$ can be taken as large as desired.
There are a large number of examples showing that ...... [Not: “There is a large number”]
The kernel satisfies good large time bounds if ......
But $A_nz^n$ is much larger than the sum of all the other terms in the series $\sum A_kz^k$.
The question of whether $B$ is ever strictly larger than $A$ remains open.
Intuitively, entropy of a partition is a measure of its information content—the larger the entropy, the larger the information content.
the second largest element
By and large, we shall use the same notation as in ...... [= In general]
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