| Reference |
1. Polya G., Szego G. Aufgaben und Lehrs¨atze aus der Analysis, V.2. – Berlin, Springer, 1925.
2. Goldberg A.A., Levin B.Ja., Ostrovsky I.V., Entire and meromorphic functions. – Results of scientific
and technical. modern. probl. mat. fundam. guide. VINITI, 1990, V.85, P. 5–186.
3. Suleymanov N.Ì. Wiman-Valiron’s type inequalities for power series with bounded radii of convergence
and its sharpness// DAN SSSR. – 1980. – V.253, ¹4. – P. 822–824. (in Russian)
4. K.ovari T. On the maximum modulus and maximal term of functions analytic in the unit disc// J. London
Math. Soc. – 1966. – V.41. – P. 129–137.
5. Gopala Krishna J., Nagaraja Rao I.H. Generalised inverse and probability techniques and some
fundamental growth theorems in Ck// J. Indian Math. Soc. – 1977. – V.41. – P. 203–219.
6. Fenton P. C. Wiman–Valiron theory in two variables// Trans. Amer. Math. Soc. – 1995. – V.347, ¹11.
– P. 4403–4412.
7. Schumitzky A. Wiman-Valiron theory for functions of several complex variables. – Ph. D. Thesis: Cornel.
Univ., 1965.
8. Kuryliak A.O., Skaskiv O.B. Wiman’s type inequalities without exceptional sets for random entire functions
of several variables// Mat. Stud. – 2012. – V.38, ¹1. – P. 35–50.
9. Skaskiv O.B., Zrum O.V. Wiman’s type inequality for entire functions of two complex variables with
rapidly oscilic coefficient// Mat. metods and fys.-mekh. polya. – 2005. – V.48, ¹4. – P. 78–87. (in
Ukrainian)
10. Skaskiv O.B., Zrum O.V. On inprovement of Fenton’s inequality for entire functions of two complex
variables// Math. Bull. Shevchenko Sci. Soc. – 2006. – V.3. – P. 56–68. (in Ukrainian)
11. Zrum O.V., Skaskiv O.B. On Wiman’s inequality for random entire functions of two variables// Mat.
Stud. – 2005. – V.23, ¹2. – P. 149–160. (in Ukrainian)
|