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鲁大伟
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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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[61] 宋立新, Hua, Zhiqiang, 鲁大伟, Qi, Xiaomeng.Precise large deviations for the difference of two sums of WUOD and non identically distributed ra[J],COMMUNICATIONS IN STATISTICS THEORY AND METHODS,2022,46(4):2013-2028
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[62] 沈新美, Yuan, Meng, 鲁大伟.Ruin Problems of Multidimensional Risk Models under Constant Interest Rates and Dependent Risks wi[J],MATHEMATICAL PROBLEMS IN ENGINEERING,2022,2020
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[63] 王晓光, 鲁大伟, 冯敬海.R 语言与统计软件课程的教学模式探索[J],教育与教学研究论文集,2022,31(31):8-10
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[64] 王晓光, 鲁大伟, 宋立新.Robust image segmentation via Bayesian type criterion[J],COMMUNICATIONS IN STATISTICS THEORY AND METHODS,2022,47(17):4215-4228
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[65] 鲁大伟, liuqing, 沈新美.Some improved tail bounds for the sum of variables with geometric distribution[J],COMMUNICATIONS IN STATISTICS THEORY AND METHODS,2022,49(22):5427-5435
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[66] 鲁大伟, 宋立新, Liu, Zhen.Some new approximations and inequalities of the sequence (1+1/n)(n) and improvements of Carleman's[J],RAMANUJAN JOURNAL,2022,43(1):69-82
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[67] 鲁大伟, 宋立新, Tang, Guangqing.Some New Approximations and Proofs for Mills' Ratio[J],Results in Mathematics,2022,73(1)
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[68] 鲁大伟, Mortici, Cristinel, 宋立新.Some new approximations of Glaisher-Kinkelin's and Bendersky-Adamchik's constants by continued fra[J],JOURNAL OF NUMBER THEORY,2022,163:434-448
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[69] 鲁大伟, 宋立新.Some new asymptotic approximations of the gamma function based on Nemes formula, Ramanujans formula [J],APPLIED MATHEMATICS AND COMPUTATION,2022,253(1):1-7
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[70] 鲁大伟, 宋立新.Some new continued fraction approximation of Eulers constant[J],JOURNAL OF NUMBER THEORY,2022,147(1):69-80
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[71] 鲁大伟, Song, Zexi.Some new continued fraction estimates of the Somos' quadratic recurrence constant[J],JOURNAL OF NUMBER THEORY,2022,155:36-45
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[72] 鲁大伟.Some new convergent sequences and inequalities of Eulers constant[J],Journal of Mathematical Analysis and Application,2022,419(1):541-552
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[73] 鲁大伟.Some new convergent sequences of Glaisher-Kinkelins and Bendersky-Adamchiks constants[J],Results in Mathematics,2022,71(1):225-240
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[74] 鲁大伟, 王晓光.Some New Exponential-Function Estimates of the Somos' Quadratic Recurrence Constant[J],Results in Mathematics,2022,74(1):1-20
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[75] 鲁大伟.Some new improved classes of convergence towards Eulers constant[J],APPLIED MATHEMATICS AND COMPUTATION,2022,243(1):24-32
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[76] 鲁大伟, Zhang, Lingyue, 王晓光, 宋立新.Some new measures of dependence for random variables based on Spearman's and Kendall's[J],JOURNAL OF NONPARAMETRIC STATISTICS,2022,30(4):860-883
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[77] 鲁大伟, 王晓光.Some new normal comparison inequalities related to Gordon's inequality[J],STATISTICS PROBABILITY LETTERS,2022,88(1):133-140
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[78] 鲁大伟.Some new quicker approximations of Glaisher-Kinkelins and Bendersky-Adamchiks constants[J],JOURNAL OF NUMBER THEORY,2022,144(1):340-352
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[79] 鲁大伟, Ma, Congxu.Some new quicker continued fraction approximations for the gamma function related to the Nemes' fo[J],NUMERICAL ALGORITHMS,2022,70(4):825-833
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[80] 冯敬海, 鲁大伟, Wen, Zixuan.Some New Sequences and Inequalities Related to Euler's Constant[J],Results in Mathematics,2022,73(4)
