We now prove a lemma which is interesting in its own right.
We cannot hope to say anything about the structure of each isotropy factor as a system in its own right.
the right member of (8) = the right side of (8) = the right-hand side of (8) [Or: the right hand side]
the right-hand side expression
on the right of (8) = on the right-hand side of (8)
The exact sequence ends on the right with $H(X)$.
composition on the right with $p$
Then $D$ lies to the right of $G$.
Let $n_k$ be the first location to the right of the $k$th decimal place of $W$ that has a value less than $b$.
Comparisons are done in left-to-right order.
The entries in each row are increasing from left to right.
The string $N$ (read from right to left) starts with ......
The map $f$, which we know to be bounded, is also right-continuous.
The method of proof of Theorem B can be adapted to extend the right-to-left direction of Mostowski's result by showing that ......
the rightmost integral [= the last one on the right]
However, as pointed out right after (5), ......
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