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One may easily obtain similar results for Neumann problems.
By inequalities (29) and (30), we may easily obtain inequality (28).
By Lemma 4.5 and (4.5), we may easily obtain the following Theorem 4.2.
Using Lemmas 2.8 and 2.9, we may easily obtain the following Lemmas 2.10 and 2.11.
By using the contraction mapping principle, we may easily obtain the following existence result, and we omit its proof here.
According to the property of being non-increasing of (overline { t-s)}^{ t-sha)}) on s, we may easily obtain Lemma 4 and Lemma 5 as follows.
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We may now easily obtain the proof of Theorem 2. Proof Indeed, by (20), (15) and Lemma 4, we get that V r, s ( f, p ) = lim ∥ T ∥ → 0 V r, s ( f , p ¯ ≥ lim ∥ T ∥ → 0 V r ∗, s ∗ ( f , p ¯ = V r ∗, s ∗ ( f, p ).
Therefore, any specific or absolute, annual or seasonal low-flow quantile may be easily obtained by a local low-flow frequency analysis without repeating the regional procedure.
Adult stem cells from the dermal layer of skin are an attractive alternative to primary cells for meniscus engineering, as they may be easily obtained and used autologously.
This may be easily obtained from the indirect observation of proton spin system through 13C resonance in the conditions of slow magic-angle spinning.
If it is possible to verify that a minimizing sequence of (m_{infty}) is radially symmetric, the minimizer may be easily obtained.
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