Exact(4)
In this section, we shall firstly mention a simple description of the ((1/G^{prime}))-expansion method by following [37].
To overcome this difficulty, we shall firstly establish the (L^{infty}) estimate for solution u, by the technique of rearrangement which is differs from the usual Stampacchia (L^{infty}) regularity procedure.
In the subsection, we shall firstly show that the m-dependent sequence satisfies conditions (A6) and (A7) and secondly obtain the asymptotic normal distribution and strong convergence rates for M-estimators of the parameter.
We shall firstly consider the existence of nontrivial solutions for the following problem: left { textstylebegin{array}{l} -triangle_{p}u-mufrac{|u|^{p-2}u}{|x|^{p}}=frac{(u^)^{p^{ast }(s -1}}{|x|^{s -1}(x,u), quad xinOmegasetminus{0}, u=0,quad xinpartialOmega.
Similar(56)
We shall first examine possibilism.
Here we shall focus firstly on the discovery of cellular cAMP in plants and evidence for a role of this second messenger in plant signal transduction.
Firstly, we shall prove (3.13).
Firstly, we shall prove the right-hand side inequality.
end{aligned} Firstly, we shall show that ({x_{n}}) and ({z_{n}}) are equivalent.
Firstly, we shall show that A maps bounded sets (balls) into bounded sets in C ( [ 0, T ], R ).
Proof Firstly, we shall show that T : P C ( J ) → P C ( J ) is completely continuous through three steps.
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