2002 年 54 巻 4 号 p. 923-935
By a recent method to estimate the derivatives |w(k)(zi)|, \ k>1, at certain a-points of a meromorphic function w(z) in terms of the Ahlfors-Shimizu characteristic and of |w^{'}(zi)|, we improve some classical results on the growth of meromorphic solutions of certain algebraic differential equations. Moreover, we offer similar results for equations involving inverse derivatives and derivatives of a power wt of a meromorphic function w.
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