distinguish

[see also: set apart]

The Knaster continua are distinguished by the property that ......

Generally we add a tilde to distinguish between quantities associated with $\tilde{G}$ and those associated with $G$.

We shall find it convenient not to distinguish between two such sequences which differ only by a string of zeros at the end.

Where it is important to distinguish different norms on $E$, we shall use the notation ......

An arc is oriented if it has one of its endpoints distinguished as the “starting” point and the other as the “finishing” point.

Throughout the proof, $E(n)$ (as distinguished from $E(n,A)$) denotes the energy without the field (5.1).

Functions which are equal almost everywhere are indistinguishable as far as integration is concerned.



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