## view

#### 1

[*see also*: viewpoint, idea, perspective]

The preceding observation, when looked at from a more general point of view, leads to ......

It is this point of view which is close to that used in $C^*$-algebras.

Both of these conditions are satisfied if $f$ is bounded (the second in view of Assumption 3).

With a view to bounding $I$ in (8) by the right side of (6), we first ......

#### 2

[*see also*: consider, regard, see, think]

It is convenient to view $G$ as a nilpotent group.

The theory of correspondences may be viewed as bridging the gap between ......

Here we are viewing the coefficients as reduced fractions.

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