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Since, then there exits a constant such that a.e.
For,, then there exits a constant independent of and such that (4.6).
[13] Let w z) be a transcendental meromorphic function of finite order, then there exits a set E ⊂ [0, ∞) that has finite linear measure, such that for all z satisfying |z| ∉ E and for all integers k, j (k > j), we have w ( k ) ( z ) / w ( j ) ( z ) ≤ z ( k - j ) ( ρ ( w ) + ε ). (2.1). Lemma 2.2. [11] Let A z) be a meromorphic function with ρ(A) < +∞.
Therefore, there exits a positive constant (237).
and there exits a convex neighborhood of such that (5.26).
There exits a positive integer such that for all.
that there exits a enough small such that (2.29).
To sum up, there exits a component which joins and.
(iii) There exits a taxiway with clear state.
Thus, there exits a constant such that for all and, is fixed.
Therefore, there exits a small l ∗, such that for all l
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com