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卢玉峰.Hyponormal Toeplitz operators on the polydisk[J],Acta Mathematica Sinica,2022,28(2):333-348
Fan, Jun Mei.Difference of Composition Operators on Some Analytic Function Spaces[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2022,37(9):1384-1400
卢玉峰.Discussion on: "The Reliable Stabilization Problem for Discrete Time-Varying Linear Systems"[J],EUROPEAN JOURNAL OF CONTROL,2022,18(2):141-143
Zhitao YANG.Dual Toeplitz Operators on the Unit Ball[J],Journal of Mathematical Research with Applications,2022,37(06):710-724
Cui, Puyu.HYPONORMALITY OF TOEPLITZ OPERATORS WITH POLYNOMIAL SYMBOLS ON THE VECTOR VALUED BERGMAN SPACE[J],Operators and Matrices,2022,12(3):787-796
卢玉峰.Hyponormal Toeplitz Operators on the Weighted Bergman Space[J],INTEGRAL EQUATIONS AND OPERATOR THEORY,2022,65(1):115-129
Li, Yufei.THE ESSENTIAL NORMS OF COMPOSITION OPERATORS ON WEIGHTED DIRICHLET SPACES[J],BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY,2022,97(2):297-307
卢玉峰.THE HYPONORMAL TOEPLITZ OPERATORS ON THE VECTOR VALUED BERGMAN SPACE[J],Bulletin of the Korean Mathematical Society,2022,51(1):237-252
李然.The interpolation in CSL subalgebras of von Neumann algebras[J],JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS,2022,473(2):803-810
杨义新.THE REDUCIBILITY OF COMPRESSED SHIFTS ON A CLASS OF QUOTIENT MODULES OVER THE BIDISK[J],Annals of Functional Analysis,2022,10(4):447-459
Li, Yufei.The Reducibility of Truncated Toeplitz Operators[J],Complex Analysis and Operator Theory,2022,14(6)
Yang, Xiaoyuan.The kernel spaces and Fredholmness of truncated Toeplitz operators[J],TURKISH JOURNAL OF MATHEMATICS,2022
卢玉峰.Invariant subspaces and reducing subspaces of weighted Bergman space over bidisk[J],JOURNAL OF THE MATHEMATICAL SOCIETY OF JAPAN,2022,62(3):745-765
宫婷.时变四块问题的对偶理论方法[J],高校应用数学学报A辑,2022,34(2):203-217
刘浏.时变系统的模型匹配与跟踪问题（Suboptimal model-matching and tracking problem of time-varying syst...[J],控制理论与应用(Control Theory and Applications),2022,3(3):302-308
刘浏.时变系统的模型匹配与跟踪问题[J],控制理论与应用,2022,3:302-308
卢玉峰.微分中值定理历史与发展[J],高等数学研究,2022,11(5):59-63
王颖.数学专业本科生英语类课程教学改革研究[J],大连理工大学学报,2022,35(2):80-82
卢玉峰.投影谱的光滑性[J],中国科学,2022
于涛.Appsi上Toeplitz算子的换位子[J],Advances in Mathematics,2004,33(6):739-749
史成锴.线性系统的稳定化问题[J],黑龙江大学自然科学学报,2010,1:42-49
卢玉峰.Bergman空间上可交换的Hankel算子和Toeplitz算子[J],数学年刊A辑 中文版,2011,5:519-530
卢玉峰.Bergman 空间上Hankel算子和Toeplitz 算子的交换性[J],数学年刊,2011,32(5):519-530
于涛.Ap(ψ)上Toeplitz算子的换位子[J],数学进展,2004,33(6):739-749
卢玉峰.关于数学基础课教学的一点思考[J],高等数学研究,2003,6(3):5-7,17
卢玉峰.Dirichlet空间上的Toeplitz算子[J],数学学报 中文版,2003,46(5):981-984
史成锴.线性系统的稳定化问题(英文)[J],黑龙江大学自然科学学报,2010,27(01):42-49
卢玉峰.多圆盘的Bergman空间上Hankel乘积[J],数学年刊A辑 中文版,2022,6:811-820
王颖.基于创新人才培养的教学方法改革[J],大连理工大学学报,2011,32(2):33-35
盛浩.基于AUC Optimized Gibbs方法的MHCⅡ-短肽配体结合特异性预测（英文）[J],大连理工大学学报,2014,54(01):28-36
盛浩.基于 AUC Optimized Gibbs 方法的MHC Ⅱ-短肽配体结合特异性预测[J],大连理工大学学报,2014,1:28-36
张波.块对偶Toeplitz算子的乘积[J],数学学报 中文版,2011,54(6):901-912
林鸿钊.双圆盘加权Dirichlet空间上Toeplitz算子的约化子空间[J],数学年刊A辑 中文版,2016,37(3):311-328
卢玉峰.双圆盘上内序列基子模的一些性质[J],数学年刊A辑 中文版,2010,5:607-614
卢玉峰.加权Bergman空间上的有界Hankel乘积[J],东北数学 英文版,2006,22(2):127-130
张倩.连续时间无穷维正则状态信号系统的最优控制[J],控制理论与应用,2019,36(10):1738-1744
卢玉峰.Riemann积分的历史与发展[J],高等数学研究,2011,14(3):58-61
Sheng Hao.基于TAP分子亲和力模型预测MHCⅠ类分子提呈短肽的免疫原性[J],生物化学与生物物理进展,2020,47(2):157-168
卢玉峰.多圆盘Hardy空间的不变子空间[J],数学进展,2022,41(3):313-319
卢玉峰.多圆盘上对偶Toeplitz算子的性质[J],数学研究与评论 英文版,2022,27(3):554-562
周晓阳.多圆盘的加权Bergman空间上的不变子空间和约化子空间[J],中国科学 数学,2022,41(5):427-438
卢玉峰.多圆盘调和Hardy空间上的对偶Toeplitz算子[J],辽宁师范大学学报 自然科学版,2022,3:289-294
卢玉峰.多复变量Toeplitz算子的交换性[J],数学年刊A辑 中文版,2022,24(4):437-444
卢玉峰.多重调和Bergman空间上多重调和符号的Topelitz算子[J],应用泛函分析学报,2022,13(3):292-302
卢玉峰.多重调和Bergman空间上多重调和符号的Topelitz算子（英文）[J],应用泛函分析学报,2022,13(03):292-302
朱森华.Properties of compressed shifts on Beurling type quotient module of Hardy space over bidisk[J],Analysis Mathematica,2021
张波.Products of Toeplitz Operators on the 2-Analytic Bergman Space[J],JOURNAL OF FUNCTION SPACES,2021
卢玉峰.投影谱的光滑性[J],中国科学,2020
Sheng Hao,Lu Yu-Feng,Bao Yong-Ming.基于TAP分子亲和力模型预测MHCⅠ类分子提呈短肽的免疫原性[J],生物化学与生物物理进展,2020,47(2):157-168
Hu, Yin Yin,Lu, Yu Feng,Liu, Liu.Properties of Toeplitz Operators on the Dirichlet Space Over the Ball[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2019,35(10):1617-1628
宫婷,卢玉峰.时变四块问题的对偶理论方法[J],高校应用数学学报A辑,2019,34(2):203-217
Li, Ran,Lu, Yu Feng.Radial Operators on the Weighted Bergman Spaces over the Polydisk[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2019,35(2):227-238
Cui, Puyu,Lu, Yufeng,Shi, Yanyue.HYPONORMALITY OF TOEPLITZ OPERATORS WITH POLYNOMIAL SYMBOLS ON THE VECTOR VALUED BERGMAN SPACE[J],OPERATORS AND MATRICES,2018,12(3):787-796
Kong, Linghui,Lu, Yufeng.TOEPLITZ OPERATORS ON WEIGHTED PLURIHARMONIC BERGMAN SPACE[J],BANACH JOURNAL OF MATHEMATICAL ANALYSIS,2018,12(2):439-455
Li, Yufei,Lu, Yufeng,Yu, Tao.THE ESSENTIAL NORMS OF COMPOSITION OPERATORS ON WEIGHTED DIRICHLET SPACES[J],BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY,2018,97(2):297-307
Deng, Jia,Lu, Yufeng,Shi, Yanyue,Hu, Yinyin.REDUCING SUBSPACES FOR A CLASS OF NONANALYTIC TOEPLITZ OPERATORS[J],BANACH JOURNAL OF MATHEMATICAL ANALYSIS,2018,12(2):456-480
Hu, Yinyin,Deng, Jia,Yu, Tao,Liu, Liu,Lu, Yufeng.Reducing Subspaces of the Dual Truncated Toeplitz Operator[J],JOURNAL OF FUNCTION SPACES,2018,2018
Kong, Linghui,Lu, Yufeng.SOME ALGEBRAIC PROPERTIES OF DUAL TOEPLITZ OPERATORS[J],HOUSTON JOURNAL OF MATHEMATICS,2018,44(1):169-185
Li, Yufei,Yang, Yixin,Lu, Yufeng.Reducibility and unitary equivalence for a class of truncated Toeplitz operators on model space...[J],NEW YORK JOURNAL OF MATHEMATICS,2018,24:929-946
Liu, Liu,Lu, Yufeng.ANALYSIS ON THE TIME-VARYING GAP OF DISCRETE TIME-VARYING LINEAR SYSTEMS[J],OPERATORS AND MATRICES,2017,11(2):533-555
Yang, Zhi Tao,Lu, Yu Feng,Cheng, Qing Jin.Super Weak Compactness and Uniform Eberlein Compacta[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2017,33(4):545-553
卢玉峰.On numerical invariants for homogeneous submodules in？H2(D2)[J],New York J. Math.,2017,23(1):506-526
刘浏,卢玉峰.Zero Products and Finite Rank of Toeplitz Operators on the Harmonic Bergman Space[J],Journal of Mathematical Research with Applications,2017,325-334
Ding, Qian,Chen, Yong,Lu, Yufeng.Commuting Toeplitz and Hankel Operators on Harmonic Dirichlet Spaces[J],JOURNAL OF FUNCTION SPACES,2017,2017
Key, Fatemeh Azari,Lu, Yufeng,Yang, Rongwei.On numerical invariants for homogeneous submodules in H-2 (D-2)[J],NEW YORK JOURNAL OF MATHEMATICS,2017,23:505-526
卢玉峰,丁晓娟,刘浏.多圆盘调和Hardy空间上的对偶Toeplitz算子[J],辽宁师范大学学报（自然科学版）,2016,39(3):289-294
Yang, Jing Yu,Hu, Yin Yin,Lu, Yu Feng,Yu, Tao.Commuting Dual Toeplitz Operators on the Harmonic Dirichlet Space[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2016,32(9):1099-1105
林鸿钊,胡寅寅,卢玉峰.双圆盘加权Dirichlet空间上Toeplitz算子的约化子空间[J],数学年刊. A辑,2016,37(3):311-328
Yang Jingyu,Lu Yufeng,Wang Xiaoying.Algebraic Properties of Toeplitz Operators on the Harmonic Bergman Space[J],数学研究及应用,2016,36(4):495-504
卢玉峰.(m,λ)-Berezin transform on the weighted Bergman spaces over the polydisk[J],J. Funct. Spaces,2016,1(1):1-11
刘浏,卢玉峰.On the Simultaneous Stabilization of Linear Time-Varying Systems[J],Journal of Mathematical Research with Applications,2016,36(3):341-350
卢玉峰,刘浏.Algebraic Properties of Dual Toeplitz Operators on Harmonic Hardy Space over Polydis[J],Journal of Mathematical Research with Applications,2016,6(06):703-710
Li, Ran,Lu, Yufeng.(m,lambda)-Berezin Transform on the Weighted Bergman Spaces over the Polydisk[J],JOURNAL OF FUNCTION SPACES,2016
Hu, Yinyin,Lu, Yufeng,Yu, Tao.Properties of Commutativity of Dual Toeplitz Operators on the Orthogonal Complement of Plurihar...[J],JOURNAL OF FUNCTION SPACES,2016
Yang JingYu,Lu YuFeng.Commuting dual Toeplitz operators on the harmonic Bergman space[J],SCIENCE CHINA-MATHEMATICS,2015,58(7):1461-1472
Kong, Ling Hui,Lu, Yu Feng.Commuting Toeplitz operators on the hardy space of the polydisk[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2015,31(4):695-702
Liu, Liu,Lu, Yufeng.Transitivity in simultaneous stabilization for a family of time-varying systems[J],SYSTEMS & CONTROL LETTERS,2015,78:55-62
Lu, Yu Feng,Hu, Yin Yin,Liu, Liu.Compact Toeplitz Operators on the Weighted Dirichlet Space[J],ACTA MATHEMATICA SINICA-ENGLISH SERIES,2015,31(1):35-43
卢玉峰,刘浏.Some Properties of Causal Linear Time-Invariant (LTI)[J],Journal of Mathematical Research with Applications,2015,35(6):672-680
Albaseer, Mohammed,Lu, Yufeng,Shi, Yanyue.REDUCING SUBSPACES FOR A CLASS OF TOEPLITZ OPERATORS ON THE BERGMAN SPACE OF THE BIDISK[J],BULLETIN OF THE KOREAN MATHEMATICAL SOCIETY,2015,52(5):1649-1660
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