浙江工商大学统计与数学学院导师介绍:裘渔洋_-查字典考研网
 
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浙江工商大学统计与数学学院导师介绍:裘渔洋

考研时间: 2012-07-23 来源:查字典考研网

姓名:裘渔洋

性别:男

出生年月:1977年3月

职称:教授

所在学院:统计与数学学院

研究方向:数值线性代数

简介:

裘渔洋,男,汉族,1977年3月出生,籍贯浙江天台。

学习经历:

1996.9-2000.7在浙江大学应用数学系获学士学位,

2000.9-2003.3在浙江大学数学系获硕士学位,

2003.3开始就职于浙江工商大学统计学与数学学院,

2004.3-2007.3在浙江大学获计算数学博士学位。

研究方向是数值线性代数,主讲课程为高等数学,微积分,线性代数和数值代数等。在涉及矩阵特征值,线性方程叠代解和矩阵最小二乘问题等方面获得了若干成果。在国内外一些知名杂志上发表论文十余篇。

主要的文章:

[1] 裘渔洋,张振跃. 约束平衡Procrustes问题的一个简单解法,计算数学,29(3) (2007)322-324.

[2] Yuyang Qiu,Chunhan Qiu. Matrix equation with Constraint. Applied Mathematics A journal of Chinese Universities Ser.B,22(4) (2007)441-449.

[3] Yuyang Qiu,Zhenyue Zhang,Junfeng Lu. The matrix equations with Constraint. Applied Mathematics and Computation 189(2007) 1428-1434. (SCI)

[4] Yuyang Qiu,Zhenyue Zhang,Junfeng Lu. Matrix iterative solutions to the least squares problem of with some linear Constraints. Applied Mathematics and Computation 185(2007) 284-300. (SCI)

[5] Zhenyue Zhang,Yuyang Qiu,Keqin Du. Conditions for optimal solutions of unbalanced Procrustes problem on Stiefel manifold. Journal of Computational Mathematics 25(6)(2007) 661-671. (SCI)

[6] Yuyang Qiu,Anding Wang. Least squares solutions to the equations with some constraints. Applied Mathematics and Computation,204 (2008) 872-880. (SCI)

[7] Yuyang Qiu. Iterative solutions to the matrix equation AQ=B with some orthogonal constraints. Far East Journal of Applied Mathematics,31(3)(2008)409-424.

[8] Wang Anding,Wang Xiuping,Qiu Yuyang. An Adaptive Sub-carrier and Power Allocation Algorithm with QoS Guarantee for OFDMA System. Journal of Communication and Computer,5(12) (2008)16-23 (EI)

[9] Wang Anding,Qiu Yuyang,Lin Lili. A Low Complexity Channel Estimation Algorithm Based on Barker Code for IEEE802.11,Proceedings of the 7th world congress on intelligent control and automation,2(2008)416-420. (EI)

[10] Wang Anding,Qiu Yuyang,Lin Lili. A Blind Carrier Frequency Offset Estimation Algorithm for OFDMA Based on Improved MUSIC Algorithm. Proceedings of 4th International Conference on Natural Computation,5(2008) 145-149. (EI) 。

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