[see also: form]
Then $G$ has the structure of a group such that ......
Neighbourhoods of points in these spaces appear at first glance to have a nice regular structure, but upon closer scrutiny, one sees that many neighbourhoods contain collections of arcs hopelessly folded up.
This requires us to give $M$ an $R$-module structure.
Note that $E$ can be given a complex structure by setting ......
Thus, the tensor algebra acquires a graded algebra structure.
They defined the concept solely in terms of the norm of the Banach space, deliberately avoiding any extra structure.
The structure of a Banach algebra is frequently reflected in the growth properties of its analytic semigroups.
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