Those more than half a square count as whole ones.
Using (2) and following steps analogous to those above, we obtain ......
Our results are closely related to those of Strang [5].
These intervals are disjoint from all those used in defining $J_1$.
In the plane, the open sets are those which are unions of open circular discs.
We define the set $T$ to consist of those $f$ for which ......
Now $A$ consists of those vectors with eight 2's.
It is easy to see that the extreme points of the unit ball $M(\Omega)_{[1]}$ are those measures of the form $\zeta \delta_x$.
Keep only those vertices whose coordinates sum to 4.
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