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[1] MANDELBROJT S.: The Rice Institute Pamphlet (Dirichlet series). No. 4, Vol. 31, Houston, 1944. MR 0012163
[2] DÖETSCH G.: Über die obere Grenze des absoluten Betrages einer analytischen Funktion auf Geraden. Math. Z. 18 (1920), 237-240. MR 1544441
[3] SUGIMURA K.: Übertragung einiger Sätze aus der Theorie der ganzen Funktionen auf Dirichletsche Reihen. Math. Z. 29 (1929), 264-267. MR 1545003
[4] GUPTA J. S.: A note on the maximum term of an entire Dirichlet series. Publ. Math. Debrecen 10 (1963), 53-57. MR 0169996
[5] SRIVASTAVA S. N.: A note on the derivatives of an integral function represented by Dirichlet series. Rev. Mat. Hisp. - Amer. 22 (1962), 246-259. MR 0151616
[6] Yu C. Y.: Sur les droites de Borel de certaines functions entières. Ann. Sci. École Norm. Sup. 68 (1951), 65-104. MR 0041223
[7] SRIVASTAVA R. S. L., GUPTA J. S.: On the maximum term of an integral function defined by Dirichlet series. Math. Ann. 174 (1967), 240-246. MR 0218565 | Zbl 0179.38601
[8] SRIVASTAVA R. S. L.: On the order of integral functions defined by Dirichlet series. Proc. Amer. Math. Soc.12 (1961), 702-708. MR 0125210 | Zbl 0128.07201
[9] RAHMAN Q. I.: On the maximum modulus and the coefficients of an entire Dirichlet series. Tohoku Math. J. (2), 8 (1956), 108-113. MR 0080153 | Zbl 0074.29803
[10] SRIVASTAV R. P., GHOSH R. K.: On the entire functions represented by Dirichlet series. Ann. Polon. Math. 13 (1963), 93-100. MR 0156978
[11] GUPTA J. S.: On the ordinary proximate linear order of integral functions defined by Dirichlet series. Monatsh. Math. 70 (1963), 111-117. MR 0193230
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