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It is clear that P is a normal cone and its normality constant is 1.
It is clear that P is a normal cone of which the normality constant is 1.
Clear P is a normal cone in (C[0, 1]) and the normality constant is 1.
(Normal cone).
Every strongly minihedral normal cone is regular.
Let be a normal cone of.
Suppose that is a normal cone in.
where is the normal cone to at.
Let and let be a normal cone.
Then is a generating normal cone in.
Then P is a normal cone.
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