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Furthermore, f has no fixed points.
Of course f has no fixed points.
Moreover, f has no fixed points.
Now suppose that A has no fixed points on ∂Ω.
Suppose that A has no fixed point on ∂Ω.
It is clear that f has no fixed points.
Moreover, it is clear that f has no fixed points.
Proof Suppose that f has no fixed points.
Hence, satisfies condition (3.38) but it has no fixed points.
It is obvious that f has no fixed points.
The forward difference operator (D_{omega}) is a type of β which has no fixed points.
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