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鲁大伟
80
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教授
博士生导师
硕士生导师
- 任职 : 统计与金融研究所所长
- 性别：男
- 毕业院校：大连理工大学
- 学位：博士
- 所在单位：数学科学学院
- 学科：概率论与数理统计. 金融数学与保险精算
- 办公地点：数学科学学院，π空间，512室
访问量：
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[21] 鲁大伟, 冯敬海.A general asymptotic formula of the gamma function based on the Burnsides formula[J],JOURNAL OF NUMBER THEORY,2022,145(1):317-328
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[22] 鲁大伟, 宋立新.A generated approximation of the gamma function related to Windschitls formula[J],JOURNAL OF NUMBER THEORY,2022,140(1):215-225
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[23] 鲁大伟.A generated approximation related to Burnside's formula[J],JOURNAL OF NUMBER THEORY,2022,136:414-422
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[24] 鲁大伟, 王晓光.A generated approximation related to Gosper's formula and Ramanujan's formula[J],JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS,2022,406(1):287-292
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[25] 鲁大伟, 王晓光.A Generated approximation related to the Gospers formula and the Ramanujans formula[J],Journal of Mathematical Analysis and Application,2022,406(1):287-292
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[26] 鲁大伟, Qu, Tianyi, 王晓光.A Kind of New Continued Fraction Approximation of Gamma Function Based on Mortici's Formula[J],Results in Mathematics,2022,72(3):1417-1436
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[27] 鲁大伟, 王晓光.A new asymptotic expansion and some inequalities for the gamma function[J],JOURNAL OF NUMBER THEORY,2022,140:314-323
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[28] 鲁大伟, 王晓光, 宋立新, Xu, Huiyuan.A new continued fraction approximation and inequalities for the Gamma function via the Tri-gamma f[J],RAMANUJAN JOURNAL,2022,46(1):119-125
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[29] 鲁大伟.A new quicker sequence convergent to Euler's constant[J],JOURNAL OF NUMBER THEORY,2022,136:320-329
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[30] 鲁大伟.A new sharp approximation for the Gamma function related to Burnside's formula[J],RAMANUJAN JOURNAL,2022,35(1):121-129
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[31] 鲁大伟, Zhang, Peixuan.A new general asymptotic formula and inequalities involving the volume of the unit ball[J],JOURNAL OF NUMBER THEORY,2022,170:302-314
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[32] 鲁大伟, Xu, Huiyuan, 牛一.A new general asymptotic formula for the Mills' ratio of the skew-generalized normal distribution[J],JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS,2022,480(1)
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[33] 鲁大伟, Li, Wenbo V..A note on multivariate Gaussian estimates[J],JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS,2022,354(2):704-707
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[34] 鲁大伟, 宋立新, 王毅.A NOTE ON THE ESTIMATE OF GAMMA DISTRIBUTION[J],MATHEMATICAL INEQUALITIES APPLICATIONS,2022,15(1):217-227
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[35] 鲁大伟, 冯敬海, Liang, Xingzhi.A NOTE ON THE ESTIMATE OF THE BETA DISTRIBUTION[J],MATHEMATICAL INEQUALITIES APPLICATIONS,2022,15(4):859-870
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[36] 鲁大伟.A note on the estimates of multivariate Gaussian probability[J],COMMUNICATIONS IN STATISTICS THEORY AND METHODS,2022,45(5):1459-1465
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[37] Wang, Hongzeng, Zhang, Qingling, 鲁大伟.A quicker approximation of the gamma function towards the Windschitl's formula by continued fracti[J],RAMANUJAN JOURNAL,2022,48(1):75-90
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[38] 鲁大伟, 宋立新, Ma, Congxu.A quicker continued fraction approximation of the gamma function related to the Windschitl's formu[J],NUMERICAL ALGORITHMS,2022,72(4):865-874
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[39] 鲁大伟.Certain approximations to achieve sharp lower and upper bounds for the Mills' ratio of the inverse[J],JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS,2022,444(1):737-744
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[40] 鲁大伟, Meng, Yao.Complete and complete integral convergence for arrays of row wise widely negative dependent random v[J],COMMUNICATIONS IN STATISTICS-THEORY AND METHODS,2022
