On shifting iterated convolutions I

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1. Halmos, P.R., [1] Measure Theory, Sec. ed. Van Nostrand, 1950. Zbl0040.16802MR33869
2. Loève, M., [2] Probability Theory, Sec. ed. Van Nostrand, 1960. Zbl0095.12201MR123342
3. Lukacs, E., [8] Characteristic Functions. Griffin, 1960. Zbl0087.33605MR124075
4. Wiener, N. and R.C. Young, [4] The Total Variation of g(x+h)-g(x). Trans. Amer. Math. Soc.35 (1988), 327-340. Zbl0006.19401MR1501686JFM59.0284.03
5. Wintner, A., [5] The Fourier Transforms of Probability Distributions. Baltimore, 1947. 

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