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Blum, J.R., Rosenblatt, M.: On the structure of infinitely divisible distributions. Pacific J. Math. 9, 1–7 (1959)
Doeblin, W.: Sur les sommes d'un grands nombres des variables aléatoires indépendentes. Bull. Sci. Math. 63, 23–32, 35–64 (1939)
Gikhman, I.I., Skorokhod, A.V.: On the densities of probability measures in function spaces. Russian Math. Surveys, 21, No. 6, 83–156 (1966)
Hartman, P., Wintner, A.: On the infinitesimal generators of integral convolutions. Amer. J. Math. 64, 273–298 (1942)
Hudson, W.N., Mason, J.D.: More on Equivalence of Infinitely Divisible Distributions. [To appear in Ann. Probability]
Hudson, W.N., Tucker, H.G.: Equivalence of Infinitely Divisible Distributions. Ann. Probability 3, 70–79 (1975)
McShane, E.J.: Integration. Princeton: Princeton University Press 1947
Skorokhod, A.V.: On admissible translations of measures in Hilbert pace. Theo. Probability App. 15, 557–580 (1970)
Sharpe, M.: Zeroes of Infinitely Divisible Densities. Ann. Math. Statist 40, 1503–1505 (1969)
Steutel, F.W.: Preservation of Infinite Divisibility under Mixing. Mathematical Centre Tracts, Mathematisch Centrum Amsterdam, 99 pp. 1970
Tucker, H.G.: Best one-sided bounds for infinitely divisible random variables. Sankyā, Ser. A, 24, 387–396 (1961)
Tucker, H.G.: On a necessary and sufficient condition that an infinitely divisible distribution be absolutely continuous. Trans. Amer. Math. Soc. 118, 316–330 (1965)
Tucker, H.G.: The supports of infinitely divisible distribution functions. [To appear in Proc. Amer. Math. Soc.]
Wolfe, S.J.: On the continuity properties of L functions. Ann. Math. Stat. 42, 2064–2073 (1971)
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AMS 1970 Subject Classification 60E05.
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Hudson, W.N., Tucker, H.G. On admissible translates of infinitely divisible distributions. Z. Wahrscheinlichkeitstheorie verw Gebiete 32, 65–72 (1975). https://doi.org/10.1007/BF00533089
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DOI: https://doi.org/10.1007/BF00533089