刘丽霞
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副教授
硕士生导师
- 性别：女
- 毕业院校：西安电子科技大学
- 学历：博士研究生毕业
- 学位：博士研究生毕业
- 在职信息：在岗
- 所在单位：数学与统计学院
- 学科：应用数学
- 办公地点：南校区教辅楼330
- 电子邮箱：227218854fff6184d4c1cc91f021a60e5c8a6242591eff84fa36c04c5fe32992da65e6f703bfc712c770563b34461c906c4241c0ae1f0b3b65e9ca571716b69e5069e2130526710674360c4d1d983cc203c606bfdfdeb362acca5136283dc45f3ff2a5573f3306f26fdcdd5bd5dcf8a4c2f30f1632ffffb042fdf06432f79db0
访问量：
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[1]A Fast Correction Approach to Tensor Robust Principal Component Analysis:Applied Mathematical Modelling,2024,128:195-219
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[2]Identifying Strong Ellipticity Via Bounds on the Minimum M -eigenvalue of Elasticity Z -tensors:Journal of Applied Analysis And Computation,2023,13(2):609-622
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[3]刘丽霞,Bound Estimations of Bi-block M-eigenvalues For Bi-block Symmetric Tensors:Journal of Industrial And Management Optimization,2023,19(8):6244-6263
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[4]A Symmetric Admm-type Algorithm For Robust Tensor Completion Problems Using a Regularized Scad-schatten-p Model With Application in Color Image And Video Recovery:Journal of Computational And Applied Mathematics,2025,466
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[5]Two Fixed-point Iteration Algorithms For Solving Tensor Square Root Problem:Journal of Industrial And Management Optimization,2024
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[6]Cvar Stochastic Programming Model For Monotone Stochastic Tensor Complementarity Problem by Using Its Penalized Sample Average Approximation Algorithm:Journal of Computational And Applied Mathematics,2025,460
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[7]Sharp Bounds On The Minimum M-eigenvalue And Strong Ellipticity Condition Of Elasticity Z-tensors:Journal Of Industrial And Management Optimization
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[8]刘丽霞,Bound Estimations Of Bi-block M-eigenvalues For Bi-block Symmetric Tensors:Journal Of Industrial And Management Optimization
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[9]A Hybrid Newton\'s Method For Solving Tensor Square Root Problem:Journal of Applied Mathematics And Computing,2025
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[10]刘丽霞,Smoothing Newton Methods For Symmetric Cone Linear Complementarity Problem With the Cartesian $p$/$p_0$-property:Journal of Industrial & Management Optimization,2011,7(1)