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Thus, in view of the high level of sensitivity to both aerial and mechanical stimuli, the reception of sounds in the spider can probably be regarded as true hearing, and the lyriform organ as a form of ear.
Thus, in view of, we have (2.47).
Thus, in view of the Kuratowski-Zorn lemma, we get a minimal element (A_) in Γ.
Thus, in view of these limits, we obtain f u = g u = u.
Thus, in view of (3.19) and by applying the demiclosedness principle, we have (Ux^=x^).
Thus, in view of the isomorphism of Lemma 2.1, one has that.
Thus, in view of image contrast, a heavy smoothing should probably be avoided particularly for HS.
Thus in view of Lemma 1.1, it follows that p ( z ) ≺ q ( z ).
Thus, in view of Theorem 2.5, we just need to show that Ϝ u ≤ u, ∀ u ∈ ∂ Γ. (2.13).
Thus, in view of Theorems 2.7 and 3.7, we have ((E_{k}) notin mathit{WS}_{theta}^{f}).
Thus in view of ([-tau,0]) compact, (psi_{1}(t)) and (psi'_{1}(t)) are also uniformly continuous.
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