restrict

[see also: confine, limit]

It is not generally possible to restrict $f$ to the class $D$.

Then $F$ restricts to a $C^0$ flow on $M$.

Theorem 2 still holds for $A(x)$ provided that $k$ is restricted to the range $[0,1]$.

The supremum in (1) does not change if we restrict ourselves to rational points in $Q$.

We shall restrict the discussion to plane regions.



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