| Reference |
1. Ñêàñêèâ Î.Á. Î íåêîòîðûõ ñîîòíîøåíèÿõ ìåæäó ìàêñèìóìîì ìîäóëÿ è ìàêñèìàëüíûì ÷ëåíîì
öåëîãî ðÿäà Äèðèõëå// Ìàòåì. çàìåòêè. – 1999. – Ò.66, ¹2. – Ñ. 282–292.
2. Skaskiv O.B., Trakalo O.M. Asymptotic estimates for Laplace integrals// Mat. Stud. – 2002. – V.18,
¹2. – P. 125–146. (in Ukrainian)
3. Skaskiv O.B., Oryshchyn O.H. Generalization of Borel’s theorem for the multiple Dirichlet series// Mat.
Stud. – 1997. – V.8, ¹1. – P. 43–52. (in Ukrainian)
4. Skaskiv O.B., Trakalo O.M. On Borel relation for entire multiple Dirichlet series// Mat. Stud. – 2001.
– V.15, ¹2. – P. 163–172. (in Ukrainian)
5. Skaskiv O.B., Zikrach D.Yu. The best possible description of exceptional set in Borel’s relation for
multiple Dirichlet series// Mat. Stud. – 2008. – V.30, ¹2. – P. 189–194.
6. Zikrach D.Yu., Skaskiv O.B. On the description of an exceptional set in Borel’s relation for multiple
Dirichlet series with upper restriction on the growth// Mat. Stud. – 2009. – V.32, ¹2. – P. 139–147. (in
Ukrainian)
7. Ñêàñêèâ Î.Á. Î ïîâåäåíèè ìàêñèìàëüíîãî ÷ëåíà ðÿäà Äèðèõëå, çàäàþùåãî öåëóþ ôóíêöèþ// Ìà-
òåì. çàìåòêè. – 1985. – V.37, ¹1. – Ñ. 41–47.
8. Skaskiv O.B., Trakalo O.M. Sharp estimate of exceptional set in Borel’s relation for entire functions of
several complex variables// Mat. Stud. – 2002. – V.18, ¹1. – P. 53–56. (in Ukrainian)
9. Salo T.M., Skaskiv O.B., Trakalo O.M.On the best possible description of exceptional set in Wiman–Valiron theory for entire function// Mat. Stud. – 2001. – V.16, ¹2. – P. 131–140.
10. Filevych P.V. Asymptotic relations between the means of Dirichlet series and their applications// Mat.
Stud. – 2002. – V.19, ¹2. – P. 127–140.
11. Ñêàñêiâ Î.Á., Òðàêàëî Î.Ì. Ïðî ñòiéêiñòü ìàêñèìàëüíîãî ÷ëåíà öiëîãî ðÿäó Äiðiõëå// Óêð. ìàò.
æóðí. – 2005. – Ò.57, ¹4. – Ñ. 571–576.
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