On the lower $\Phi$-type of the maximal term of Dirichlet series |
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| Author |
tftj@franko.lviv.ua
Ivan Franko National University of L'viv
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| Abstract |
For Dirichlet series conditions on coefficients and exponents are found in order that the lower $\Phi$-type of its maximal term is positive and, in particular, infinite.
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| Keywords |
lower type, maximal term, Dirichlet series
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| DOI |
doi:10.30970/ms.28.2.147-150
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Reference |
1. Sheremeta M.M., Fedynyak S.I. On derivative of Dirichlet series // Sibir.mat.journ. -- 1998. -- V. 39, №l. -- P.206-223. (in Russian)
2. Sheremeta. M.M., Sumyk O.M. On the growth of Young conjugate functions // Mat. Studii. -- 1999. V.11,№2. -- P.221-224.(in Ukrainian) 3. Filevych P.V., Sheremeta M.M. On a L.Sons theorem and asymptotical behaviour of Dirichlet series // Ukr. Math. Bull. -- 2006. -- V.3,№2. -- P.187-198. (in Ukrainian) |
| Pages |
147-150
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| Volume |
28
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| Issue |
2
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| Year |
2007
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| Journal |
Matematychni Studii
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