共 50 条
- [1] Refining the exponential asymptotic expansion for the distribution function of a sum of a random number of nonnegative random variables[J]. Cybernetics and Systems Analysis, 1997, 33 : 89 - 96A. N. Nakonechnyi
- [3] Asymptotic expansion of the distribution density function for the sum of random variables in the series scheme in large deviation zones[J]. ACTA APPLICANDAE MATHEMATICAE, 2003, 78 (1-3) : 87 - 97Deltuviene, DSaulis, L
- [4] Asymptotic Expansion of the Distribution Density Function for the Sum of Random Variables in the Series Scheme in Large Deviation Zones[J]. Acta Applicandae Mathematica, 2003, 78 : 87 - 97D. DeltuvienėL. Saulis
- [5] On computing the distribution function of the sum of independent random variables[J]. COMPUTERS & OPERATIONS RESEARCH, 2001, 28 (05) : 473 - 483Agrawal, MKElmaghraby, SE
- [6] Distribution of the sum-of-digits function of random integers: A survey[J]. PROBABILITY SURVEYS, 2014, 11 : 177 - 236Chen, Louis H. Y.Hwang, Hsien-KueiZacharovas, Vytas
- [7] On approximation and estimation of distribution function of sum of independent random variables[J]. STATISTICAL PAPERS, 2024, 65 (03) : 1437 - 1467Midhu, N. N.Dewan, IshaSudheesh, K. K.Sreedevi, E. P.
- [8] The probability distribution function for the sum of squares of independent random variables[J]. INTERNATIONAL CONFERENCE ON ANALYSIS AND APPLIED MATHEMATICS (ICAAM 2016), 2016, 1759Fateev, YuryDmitriev, DmitryTyapkin, ValeryKremez, NikolaiShaidurov, Vladimir
- [9] Spectral expansion of random sum complexes[J]. JOURNAL OF TOPOLOGY AND ANALYSIS, 2020, 12 (04) : 989 - 1002Beit-Aharon, OrrMeshulam, Roy
- [10] Approximations of the cumulative distribution function for infinite weighted sum of random variables[J]. STATISTICS & PROBABILITY LETTERS, 2019, 155Shi, X.Wong, A.Zheng, S.