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This technical lemma is of independent interest.
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These observations practically conclude all steps while verifying the technical Lemma 5.2.
Therefore, the technical Lemma 3.1 will imply that { T s n + t ( z n ) } converges to z, for any t ≥ 0. In particular, { T s n ( z n ) } converges to z.
Before doing this, we need to present a technical lemma whose proof can be found in [4].
This is done by means of a technical lemma, exploiting again the functions u s, which allows us to conclude.
The following technical lemma is very useful throughout this paper (see [7] for its proof).
To this end, we introduce some notation and develop a technical lemma.
The following technical lemma will be useful later on in this work.
The following technical lemma is crucial to prove the main result of this section.
The following technical lemma will be useful to prove the main result of this work.
To this aim, we require a further assumption on the boundary of Ω: Moreover, a technical lemma below is needed.
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