[1] Kővari 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.

[2] Suleymanov N.M. Viman-Valiron type estimates for power series with finite radius of convergence and their accuracy // Dokl. ANSSR. - 1980. - Vol. 253, №4. - P. 822-824.

[3] Filevich P. V. Wiman-Valiron type estimates for random analytical functions in a circle // Integral transforms and their application to boundary value problems. Kyiv: Inst. of Mathematics. - 1997. - Issue 15. - P. 227-238.

[4] Skaskiv O.B., Kurilyak A.O. Direct analogues of the Wiener inequality for functions analytical in a unit circle // Carpathian Mathematical Publications. - 2010. - Т.2, №1. - P.109-118.

[5] Kurilyak A.O., Skaskiv O.B. Wiener type inequality for functions analytical in the circle and Bera category // Scientific Bulletin of Yuriy Fedkovych Chernivtsi National University. Series: Mathematics. - Т.1, №4. - Chernivtsi: Chernivtsi National University, 2011. - P.73-79.

[6]  Kuryliak A.O., Skaskiv O.B., Chyzhykov I.E. Baire categories and Wiman's inequality for analytic functions // Bull. Soc. Sc. et des letters de Lodz. - 2012. - V.62, №3. - P.17-33.

[7]  Kuryliak A. O., Skaskiv O. B., Chyzhykov I.E. Baire categories and classes of analytic functions in which the Wiman-Valiron's type inequality can be almost surely improved // arXiv: 1206.3655v1 [math.CV] 16 Jun 2012. - 17 p.

[8] Ovchar I.E., Skaskiv O.B. One analog of Wiener inequality for Laplace integrals depending on a small parameter // Carpathian Mathematical Publications - 2013. - Т.5, №2. - P.305-309.

[9]  Shumitzky A. A probabilistic approach to the Wiman-Valiron's theory for entire functions of several complex variables // Complex Variables. - 1989. - V.13. - P. 85-98.

[10]  Fenton P.C. Wiman-Valiron theory in two variables // Trans. Amer. Math. Soc. - 1995. - V.347, №11. - P. 4403-4412.

[11]  Gopala Krishna J., Nagaraja Rao I.H. Generalized inverse and probability techniques and some fundamental growth theorems in $\mathbb{C}^k$ // J. Indian Math. Soc. - 1977. - 41. - P.203-219.

[12] Skaskov O.B., Zrum O.V. On the Wiener inequality for random integer functions of two variables, Mat. Studii. - 2005. - Т.23, №2. - P.149-160.

[13] Skaskov O.B., Zrum O.V. Wiener type inequality for integer functions of two complex variables with rapidly oscillating coefficients (in Russian) // Mat. methods and fiz.-mekh. fields. - 2005. - Т.48, №4. - P.78-87.

[14] Skaskiv O.B., Zrum O.V. Refinement of Fenton's inequality for integer functions of two complex variables // Mathematical Bulletin of the National Academy of Sciences. - 2006. - Issue 3. - P.56-68.

[15]  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, №1. - P. 35-50.

[16]  Kuryliak A.O., Skaskiv O.B., Zrum O.V. Levy's phenomenon for entire functions of several variables // Umsky Mat. Journ. - 2014. - V.6, № 2. - P. 118-127.

[17]  Kuryliak A.O., Shapovalovska L.O. Wiman's inequality for entire functions of several complex variables with rapidly oscillating coefficients // Mat. Stud. - 2015. - V.43, №1. - P.16-26.

[18]  Kuryliak A.O., Shapovalovska L.O., Skaskiv O.B. Wiman's type inequality for some double power series // Mat. Stud. - 2013. - V.39, № 2. - P.134-141.

[19] Kurilyak A., Skaskiv O., Shapovalovska L. Wiener inequality for analytical functions in a bicircle // Bukovinian Mathematical Journal - 2014. - Т.2, № 2-3. - P.130-135.

[20] Kurilyak A.O., Skaskiv O.B., Shapovalovska L.O. Wiener type inequality for analytical functions in a polycircle // Ukrainian Mathematical Journal - 2015.