Growth of Solutions of Complex Differential Equations with Solutions of Another Equation as Coefficients

Author:

Long Jianren,Wu Tingmi,Wu Xiubi

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Theory and Mathematics,Analysis

Reference34 articles.

1. Bank, S., Laine, I.: On the oscillation theory of $$f^{\prime \prime }+Af=0$$ f ″ + A f = 0 where $$A$$ A is entire. Trans. Am. Math. Soc. 273, 334–360 (1982)

2. Bank, S., Frank, G.: A note on the distribution of solutions of linear differential equations. Comment. Math. Univ. St. Paul. 33(2), 143–151 (1984)

3. Barry, P.D.: Some theorems related to the $$\cos \pi \rho $$ cos π ρ theorem. Proc. Lond. Math. Soc. 21(3), 334–336 (1970)

4. Chen, Z.X.: The growth of solutions of the differential equation $$f^{\prime \prime }+e^{-z}f^{\prime }+Q(z)f=0$$ f ″ + e - z f ′ + Q ( z ) f = 0 , where the order $$(Q)=1$$ ( Q ) = 1 . Sci. China Ser. A 45(3), 290–300 (2002)

5. Gundersen, G.G.: On the real zeros of solutions of $$f^{\prime \prime }+A(z)f=0$$ f ″ + A ( z ) f = 0 where $$A(z)$$ A ( z ) is entire. Ann. Acad. Sci. Fenn. Math. 11, 275–294 (1986)

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