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In this paper, we investigate the growth properties of solutions of the non-homogeneous linear complex differential equation $L\left(f\right)=b\left(z\right)f+c\left(z\right)$, where $L\left(f\right)$ is a linear differential polynomial and $b\left( z\right) $, $c\left( z\right) $ are entire functions and give some of its applications on sharing value problems.
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참고문헌 (16)
참고문헌 신청
B. Belaıdi / 2002 / Estimation of the hyper-order of entire solutions of complex linear ordinary differ-ential equations whose coefficients are entire functions / Electronic journal of qualitative theory of differential equations(EJQTDE) 5:1~8
W. Cherry / 2001 / Nevanlinna’s Theory of Value Distribution / Springer Verlag
X. Chen / 2014 / Normality criteria of Lahiris type concerning shared values / J Jiangxi Norm Univ Nat Sci 38:37~41
G. Gundersen / 1998 / Estimates for the logarithmic derivative of a meromorphic function, plus similar estimates / Journal of the London Mathematical Society 37(2):88~104
W. K. Hayman / 1964 / Meromorphic Functions / The Clarendon Press
W. Cherry / 2001 / Nevanlinna’s Theory of Value Distribution / Springer Verlag
X. Chen / 2014 / Normality criteria of Lahiris type concerning shared values / J Jiangxi Norm Univ Nat Sci 38:37~41
G. Gundersen / 1998 / Estimates for the logarithmic derivative of a meromorphic function, plus similar estimates / Journal of the London Mathematical Society 37(2):88~104
W. K. Hayman / 1964 / Meromorphic Functions / The Clarendon Press
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