丁盈，博士，副教授。


一、教育背景和工作经历：
理学博士，应用数学专业。
2004年至今在浙江工业大学应用数学系从事教学科研工作。


二、主要研究领域：
概率极限理论和随机序关系。


三、主持项目：
1.国家自然科学基金青年项目2017-2019
2.浙江省自然科学基金青年项目2016-2018
3.浙江省教育厅项目2013-2015
4.浙江工业大学教学改革2018-2020
5.浙江工业大学教学改革2010-2012


四、论文著作：
1.Some Stochastic Orders of Kotz-type Distributions, Statistics and Probability Letters(SCI)
2.一类变形的传输不等式与多项式型聚集不等式, 数学年刊(A)
3.A new kind of modified transportation cost inequalities and polynomialconcentration inequalities, Statistics and Probability Letters(SCI)
4.Wasserstein-Divergence transportation inequalities and polynomial concentration inequalities, Statistics and Probability Letters(SCI)
5.A note on quadratic transportation and divergence inequality,Statistics and Probability Letters(SCI)
6.Optimal transport and Rényi informational divergence, Electronic Communications in Probability(SCI)
7.A note on Slepian’s inequality based on majorization, Statistics and Probability Letters(SCI)
8.Stochastic Comparisons of Order Statistics fromGeneralized Normal Distributions, Chinese Journal of Applied Probability and Statistics
9.Strong modified transportation cost inequalities on k-concaveprobability measures with heavy tails, Statistics and Probability Letters(SCI)
10.主编教材《概率论与数理统计》 科学出版社








教师简介
丁盈
丁盈，博士，副教授。


一、教育背景和工作经历：
理学博士，应用数学专业。
2004年至今在浙江工业大学应用数学系从事教学科研工作。


二、主要研究领域：
概率极限理论和随机序关系。


三、主持项目：
1.国家自然科学基金青年项目2017-2019
2.浙江省自然科学基金青年项目2016-2018
3.浙江省教育厅项目2013-2015
4.浙江工业大学教学改革2018-2020
5.浙江工业大学教学改革2010-2012


四、论文著作：
1.Some Stochastic Orders of Kotz-type Distributions, Statistics and Probability Letters(SCI)
2.一类变形的传输不等式与多项式型聚集不等式, 数学年刊(A)
3.A new kind of modified transportation cost inequalities and polynomialconcentration inequalities, Statistics and Probability Letters(SCI)
4.Wasserstein-Divergence transportation inequalities and polynomial concentration inequalities, Statistics and Probability Letters(SCI)
5.A note on quadratic transportation and divergence inequality,Statistics and Probability Letters(SCI)
6.Optimal transport and Rényi informational divergence, Electronic Communications in Probability(SCI)
7.A note on Slepian’s inequality based on majorization, Statistics and Probability Letters(SCI)
8.Stochastic Comparisons of Order Statistics fromGeneralized Normal Distributions, Chinese Journal of Applied Probability and Statistics
9.Strong modified transportation cost inequalities on k-concaveprobability measures with heavy tails, Statistics and Probability Letters(SCI)
10.主编教材《概率论与数理统计》 科学出版社