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Example 4 Let us consider the s.p. function f ( t ) = ∑ n ≥ 1 cos ( t / n 2 ) n 2. We have a normal convergence, so the series exists and defines a s.p. function for which M { f } = 0.
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"We have a normal relationship.
I'd rather have a normal lifestyle, a normal-size house, normal cars.
Just have a normal conversation.
"He had a normal life.
We had a normal conversation".
It has a normal Greggs.
She has a normal evening.
Ruiz had a normal childhood.
At this point, however, we seem to have a broad convergence.
"Easy, because ostensibly we have a convergence of views on the objectives.
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