[see also: apart from, besides]
for all $n$ except a finite number
for no $x$ except the unique solution of ......
[Note the difference between besides, except and apart from: besides usually `adds' something, except `subtracts', and apart from can be used in both senses; after no, nothing etc., all three can be used.]
Then $G$ is differentiable except for a jump at $x=0$.
Except for these two lemmas, we make no use of the results of [4].
That is—except the use of relaxed controls—precisely the stochastic Bellman equation.
Then $F$ is invertible except possibly on an at most countable set.
Thus, $F$ is invertible except where $\langle$at$\rangle$ $x=0$.
Hence $F$ is invertible except at countably many points.
The desingularization of $f$ is $X$ except when $Q$ and $Q'$ have a common factor, in which case ......
We have not required $f$ to be ......, and we shall not do so except when explicitly stated.
The assumptions of Section 3 are still in force except that for greater generality we do not assume $f$ to be continuous.
The trivial cases when the family consists of only one set are excepted.
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