References

  1. Ibragimov I.I. Function interpolation methods and some of their applications. Moscow, Nauka, 1971. (in Russian)
  2. Sheremeta M.N. Full equivalence of the logarithms of the maximum modulus and the maximal term of an entire Dirichlet series. Math. Notes 1990, 47 (6), 608–611. doi:10.1007/BF01170894
  3. Sheremeta M.N. A relation between the maximal term and maximum of the modulus of the entire dirichlet series. Math. Notes 1992, 51 (5), 522–526. doi:10.1007/BF01262189
  4. Filevych P.V. To the Sheremeta theorem concerning relations between the maximal term and the maximum modulus of entire Dirichlet series. Mat. Stud. 2000, 13 (2), 139–144.
  5. Sheremeta M.M. Analogues of Borel theorem for analytic functions. Visnyk Lviv Univ. Ser. Mech.-Mat. 1985, 24, 32–33. (in Ukrainian)
  6. Sheremeta M.N. Analogues of Wimann’s theorem for Dirichlet series. Math. Sbornik 1979, 110 (1), 102–116. (in Russian)
  7. Skaskiv O.B. Behavior of the maximum term of a Dirichlet series that defines an entire function. Math. Notes 1985, 37 (1), 24–28. doi:10.1007/BF01652509
  8. Skaskiv O.B. A theorem of Borel type for a Dirichlet series having abscissa of absolute convergence zero. Ukrainian Math. J. 1989, 41 (11), 1320–1328. doi:10.1007/BF01056502 (translation of Ukrain. Mat. Zh. 1989, 41 (11), 1532–1541. (in Ukrainian))
  9. Skaskiv O.B., Trusevych O.M. Relations of Borel type for generalizations of exponential series. Ukrainian Math. J. 2001, 53 (11), 1926–1931. doi:10.1023/A:1015219417195 (translation of Ukrain. Mat. Zh. 2001, 53 (11), 1580–1584. (in Ukrainian))
  10. Sheremeta M.M. On regularly converging series on systems of functions in a disk. Visnyk Lviv Univ. Ser. Mech.-Mat. 2022, 94, 98–108. doi:10.30970/vmm.2022.94.098-108
  11. Gal’ Yu.M., Sheremeta M.M. On some properties of the maximal term of series in system of functions. Mat. Stud. 2024, 62 (1), 46–53. doi:10.30970/ms.62.1.46-53
  12. Sheremeta M.M. Spaces of series in system of functions. Mat. Stud. 2023, 59 (1), 46–59. doi:10.30970/ms.59.1.46-59