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Exact(25)
Finally, we have to estimate the term.
end{aligned} We first estimate the term (E_{1}).
(3) Finally, we estimate the term (partial_{t}^{3}u).
To estimate the term T 2, let η i = 1 g ( Y i ) − 1 μ.
end{aligned} (2.45) We now estimate the term of the right hand sides of (2.45).
We are now in a position to estimate the term II.
Similar(35)
Then we estimate the terms with random parameter.
Firstly, we estimate the terms (U_{j}) ((j=1,2,ldots,k)).
In what follows, we estimate the terms in (3.43).
Thus we have to estimate the terms in the right-hand side of the above inequality.
Next, we will estimate the terms in the right-hand side of the above inequality (2.2).
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Justyna Jupowicz-Kozak
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