Exact(8)
Next, we give the well-known Gagliardo-Nirenberg inequality, which will be used frequently later.
We provide some elliptic decay estimates that we use frequently later in the proofs.
In order to prove our main theorems, we prepare the following auxiliary result, which will be used frequently later on.
In Section 2, we state some well-known inequalities and basic facts which will be used frequently later.
For simplicity of illustration, we explain the meaning of link and reaching which will be used frequently later.
In Section 4, we finish the proof of Theorem 1. Remark 1 In this article, we use the following fact frequently later: ∫ Ω rot w ⋅ u d x = ∫ Ω rot u ⋅ w d x, under the boundary condition of (3) or (4).
g. [ 25, 28, 77- 79]], tend to operate less frequently, later, or over a longer period of time.
TBI was performed less frequently later in the period (years 2009 2011 9% vs. 11%, p<0.001), included more recipients of URD (62% vs. 47%, p<0.001), PBSC (94% vs. 85%, p<0.001), less frequently used rituximab in the conditioning (7% vs. 40%, p<0.001) and used more frequently CNI and MMF based combination of GVHD prophylaxis (87% vs. 15%, p<0.001).
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