基本情况：

刘风，男，1986年3月生，理学博士，学术教授、博士生导师

教育经历：

2009/09-2014/06 厦门大学基础数学专业博士研究生(硕博连读)

工作经历：

2014/08-至今 以第四层次(内聘教授)入职山东科技大学中文字日产幕乱无广告

社会兼职:

(1)韩国水原大学博士生导师

(2)美国《Math Reviews》评论员(No. 118975)

(3)德国《Zentralblatt Math》评论员(No. 17620)

研究方向：

调和分析及其应用，具体包括：

(1)奇异积分算子理论

(2)极大算子正则性理论

(3)图上的分析问题

(4)离散化调和分析问题

科研项目：

(1)国家自然科学基金青年科学基金，相关于奇异积分算子的若干重要问题(No. 11701333)，2018/1-2020/12，20万元(主持，已结题)

(2)国家自然科学基金数学天元基金，多线性极大算子与分数次极大算子的正则性研究(No. 11526122),2016/1-2016/12, 3万元(主持，已结题)

(3)山东省中青年科学家科研奖励基金，极大算子正则性的若干问题(No. BS2015SF012)，2015/7-2017/7，5万元(主持，已结题)

(4)山东科技大学人才引进科研启动基金，相关于极大算子正则性的若干问题(No. 2015RCJJ053)，2015/6-2017/5，20万元(主持，已结题)

(5)山东科技大学菁英计划A类人才项目，2020/1/1-2024/12/30,40万元(主持，在研)

获奖情况：

(1)2020年12月获得2020年度山东省高等学校科学技术奖二等奖(位次：1/1)

(2)2015年9月获得2015年度山东省高等学校优秀科研成果奖二等奖(位次：2/5)

荣誉称号：

(1)2022年1月入选青岛市西海岸新区优秀青年人才

(2)2019年6月获山东科技大学优秀共产党员荣誉称号

(3)2017年4月获山东科技大学学生科技创新优秀指导教师荣誉称号

科研论文:（注：以下论文均被SCI检索，其中*表示通讯作者）

[78]Ting Chen and Feng Liu*, Derivative bounds and continuity of maximal commutators, Studia Mathematica (to appear)

[77]Xiao Zhang, Feng Liu* and Huiyun Zhang, Regularity of the local multilinear fractional maximal and strong maximal operators, Rocky Mountain Journal of Mathematics (to appear).

[76]Feng Liu* and Peng Cui, Variation operators for singular integrals and their commutators on weighted Morrey spaces and Sobolev spaces, Science China-Mathematics (to appear).

[75]Guoru Wang and Feng Liu*, Regularity of commutator of bilinear maximal operator with Lipschitz symbols, Mathematical Inequalities & Applications (to appear)

[74]Feng Liu*, Qingying Xue and Kozo Yabuta, On the regularity and continuity of the multilinear fractional strong maximal operators, Mathematische Nachrichten (to appear).

[73]Feng Liu, Yongming Wen and Xiao Zhang*, Boundedness and continuity for variation operators on the Triebel-Lizorkin spaces, Bulletin of the Korean Mathematical Society (to appear)

[72]Xiao Zhang, Feng Liu* and Huiyun Zhang, Variation inequalities for rough singular integrals and their commutators on Morrey spaces and Besov spaces, Advances in Nonlinear Analysis 11 (2022), 72-95.

[71]Feng Liu, Qingying Xue* and Kozo Yabuta, Sobolev boundedness and continuity for commutators of the local Hardy-Littlewood maximal function, Annales Academiae Scientiarum Fennicae-Mathematica 47 (2022), 203-235.

[70]Ting Chen and Feng Liu*, Regularity of commutators of multilinear maximal operators with Lipschitz symbols, Mathematical Inequalities & Applications 25(1) (2022), 109-134.

[69]Feng Liu, Shuai Xi*, Zirong Zeng and Shengguo Zhu, Global mild solutions to three-dimensional magnetohydrodynamic equations in Morrey spaces, Journal of Differential Equations 314(25) (2022), 752-807.

[68]Jarod Hart, Feng Liu and Qingying Xue*, Regularity and continuity of local multilinear maximal type operators, Journal of Geometric Analysis 31(4) (2021), 3405-3454.

[67]Ronghui Liu, Feng Liu and Huoxiong Wu*, On the mixed radial-angular integrability of Marcinkiewicz integrals with rough kernels, Acta Mathematica Scientia 41B(1) (2021), 241-256.

[66]Feng Liu* and Qingying Xue, On the variation of the Hardy-Littlewood maximal functions on finite graphs, Collectanea Mathematica 72(2) (2021), 333-349.

[65]Feng Liu and Shuai Xi*, Sobolev regularity for commutators of the fractional maximal functions, Banach Journal of Mathematical Analysis 15(5) (2021), 1-36

[64]Feng Liu* and Xiao Zhang, Sobolev regularity of maximal operators on infinite connected graphs, Mediterranean Journal of Mathematics 18(105) (2021), 1-24.

[63]Feng Liu* and Qingying Xue, Weighted estimates for certain rough operators with applications to vector valued inequalities, Journal of the Korean Mathematical Society 58(4) (2021), 1035-1058.

[62]Xiao Zhang and Feng Liu*, Regularity for commutators of the local multilinear fractional maximal operators, Advances in Nonlinear Analysis 10 (2021), 849-876.

[61]Feng Liu, Seongtae Jhang, Rui Bu and Zunwei Fu*, Mapping properties of multilinear fractional maximal operators in metric measure spaces, Journal of Mathematical Inequalities 15(1) (2021), 375-393.

[60]Daiqing Zhang and Feng Liu*, On Marcinkiewicz integrals with rough kernels in H^1(S^{n-1}), Frontiers of Mathematics in China 16(4) (2021), 1163-1189.

[59] Feng Liu* and Guoru Wang, Regularity of commutators of maximal operators

with Lipschitz symbols, Taiwanese Journal of Mathematics25(5)(2021), 1007-1039.

[58]Feng Liu* and Pu Zhang,Weighted estimates for Marcinkiewicz integrals with applications to angular integrability, Analysis and Mathematical Physics 11(100) (2021), 1-15.

[57]Feng Liu, Shifen Wang and Qingying Xue*, On oscillatory singular integrals and their commutators with non-convolutional Holder class kernels, Banach Journal of Mathematical Analysis 15 (51) (2021), 1-35.

[56]Xiao Zhang and Feng Liu*, On the spherical maximal function on finite graphs, Revista de Real Academia de Ciencias Exactas, Fisicas y Naturales. Serie A. Mathematicas 115(186) (2021), 1-21.

[55]Feng Liu*, Qingying Xue and Pu Zhang, Regularity and continuity of commutators of multilinear maximal operators, New York Journal of Mathematics 27(1) (2021), 1524-1553.

[54]Feng Liu, Shifen Wang and Qingying Xue*, Regularity of local bilinear maximal operator, Results in Mathematics 76(211) (2021), 1-44.

[53]Xiao Zhang, Feng Liu* and Huiyun Zhang, Mapping properties of maximal operators on infinite connected graphs, Journal of Mathematical Inequalities 15(4) (2021), 1613-1636.

[52]Feng Liu*, On the variation of the discrete maximal operators, Mathematical Inequalities & Applications 23(1) (2020), 107-122.

[51]Feng Liu*, Qingying Xue and Pu Zhang, Regularity and continuity of commutators of the Hardy-Littlewood maximal function, Mathematische Nachrichten 293(3) (2020), 491-509.

[50]Feng Liu*, Qingying Xue and Kozo Yabuta, A note on endpoint Sobolev regularity of a class of bilinear maximal functions, Results in Mathematics 75(13) (2020),1-12.

[49]Feng Liu, Ronghui Liu* and Huoxiong Wu, Weighted estimates for rough singular integrals with applications to angular integrability, II, Mathematical Inequalities & Applications 23(1) (2020), 393-418.

[48]Feng Liu, Zunwei Fu* and Liguang Wang, Inequalities for generalized parametric Marcinkiewicz integrals along polynomial compound curves, Journal of Mathematical Inequalities 14(1) (2020), 187-209.

[47]Feng Liu, Huoxiong Wu and Qingying Xue*, On rough singular integrals along real-analytic submanifolds, Forum Mathematicum 32(2) (2020), 361-380.

[46]Feng Liu*, Qingying Xue and Kozo Yabuta, Boundedness and continuity of maximal singular integrals and maximal functions on Triebel-Lizorkin spaces, Science China-Mathematics 63(5) (2020), 907-936.

[45]Feng Liu, Qingying Xue* and Kozo Yabuta, Regularity and continuity of the multilinear strong maximal operators, Journal De Mathematiques Pures Et Appliquees 138 (2020), 204-241.

[44]Ronghui Liu, Feng Liu and Huoxiong Wu*, Mixed radial-angular integrability for rough singular integrals and maximal operators, Proceedings of the American Mathematical Society 148(9) (2020), 3943-3956.

[43]Feng Liu*, Suying Liu and Xiao Zhang, Regularity properties of bilinear maximal function and its fractional variant, Results in Mathematics 75:88 (2020), 1-29.

[42]Feng Liu* and Huoxiong Wu, A note on the endpoint regularity of the discrete maximal operator, Proceedings of the American Mathematical Society147(2) (2019), 583-596.

[41]Feng Liu, Boundedness and continuity of maximal operators associated to polynomial compound curves on Triebel-Lizorkin spaces, Mathematical Inequalities & Applications 22(1) (2019), 25-44.

[40]Feng Liu, Zunwei Fu* and Seong Tae Jhang, Boundedness and continuity of Marcinkiewicz integrals associated to homogeneous mappings on Triebel-Lizorkin spaces,Frontiers of Mathematics in China 14(1) (2019), 95-122.

[39]Feng Liu, Qingying Xue* and Kozo Yabuta, Convergence of truncated rough singular integrals supported subvarieties on Triebel-Lizorkin spaces, Frontiers of Mathematics in China 14(3) (2019), 591-604.

[38]Feng Liu* and Dashan Fan, Weighted estimates for rough singular integrals with applications to angular integrability, Pacific Journal of Mathematics 301(1) (2019), 267-295.

[37]Feng Liu, A note on generalized parametric Marcinkiewicz integrals, Bulletin of the Korean Mathematical Society 56(5) (2019), 1099-1115.

[36]Feng Liu, Continuity and approximate differentiability of multisublinear fractional maximal functions, Mathematical Inequalities & Applications 21(1) (2018), 25-40.

[35]Feng Liu, A note on Marcinkiewicz integrals associated to surfaces of revolution, Journal of the Australian Mathematical Society 104 (2018), 380-402.

[34]Feng Liu, Rough maximal functions supported by subvarieties on Triebel-Lizorkin spaces, Revista de Real Academia de Ciencias Exactas, Fisicas y Naturales. Serie A. Mathematicas 112(2) (2018), 593-614.

[33]Feng Liu, A note of Littlewood-Paley functions on Triebel-Lizorkin spaces, Bulletin of the Korean Mathematical Society 55(2) (2018), 659-672.

[32]Feng Liu* and Qingying Xue, Characterizations of the multiple Littlewood-Paley operators on product domains, Publicationes Mathematicae-Debrecen 92(3-4) (2018), 419-439.

[31]Feng Liu, Qingying Xue* and Kozo Yabuta, Rough maximal singular integral and maximal operators supported by subvarieties on Triebel-Lizorkin spaces, Nonlinear Analysis-Theory Methods & Applications 171 (2018), 41-72.

[30]Feng Liu, On the regularity of one-sided fractional maximal functions, Mathematica Slovaca 68(5) (2018), 1097-1112.

[29]Feng Liu* and Lei Xu, Regularity of one-sided multilinear fractional maximal functions, Open Mathematics 16(1) (2018), 1556-1572.

[28] Feng Liu，Integral operators of Marcinkiewicz type on Triebel-Lizorkin spaces，Mathematische Nachrichten 290(1) (2017), 75-96.

[27] Feng Liu，A remark on the regularity of the discrete maximal operator，Bulletin of the Australian Mathematical Society 95(1) (2017), 108-120.

[26]Feng Liu* and Huoxiong Wu，Endpoint regularity of multisublinear fractional maximal functions，Canadian Mathematical Bulletin 60(3) (2017), 586-603.

[25]Feng Liu, Rough singular integrals associated to surfaces of revolution on Triebel-Lizorkin spaces，Rocky Mountain Journal of Mathematics 47(5) (2017), 1617-1653.

[24]Feng Liu, On the Triebel-Lizorkin space boundedness of Marcinkiewicz integrals along compound surfaces, Mathematical Inequalities & Applications20(2) (2017), 515-535.

[23]Feng Liu* and Suzhen Mao，On the regularity of the one-sided Hardy-Littlewood maximal functions, Czechoslovak Mathematical Journal 67(142) (2017), 219-234.

[22]Feng Liu* and Huoxiong Wu, Regularity of discrete multisublinear fractional maximal functions, Science China-Mathematics 60(8) (2017), 1461-1476.

[21]Feng Liu* and Huoxiong Wu, Singular integrals related to homogeneous mappings in Triebel-Lizorkin spaces, Journal of Mathematical Inequalities 11(4) (2017), 1075-1097.

[20]Feng Liu* and Huoxiong Wu, On the regularity of maximal operators supported by submanifolds, Journal of Mathematical Analysis and Applications 453 (2017), 144-158.

[19]Feng Liu，Suzhen Mao* and Huoxiong Wu，On rough singular integrals related to homogeneous mappings，Collectanea Mathematica 67(1) (2016), 113-132.

[18]Feng Liu*,Ting Chen and Huoxiong Wu, A note on the endpoint regularity of the Hardy-Littlewood maximal functions，Bulletin of the Australian Mathematical Society 94(1) (2016), 121-130.

[17]Feng Liu* and Daiqing Zhang，Multiple singular integrals and maximal operators with mixed homogeneity along compound surfaces，Mathematical Inequalities & Applications 19(2) (2016), 499-522.

[16]Feng Liu，Zunwei Fu，Yanpeng Zheng* and Qing Yuan, A rough Marcinkiewicz integral along smooth curves, Journal of Nonlinear Science and Applications 9 (2016), 4450-4464.

[15]Feng Liu and Huoxiong Wu*，L^p bounds for Marcinkiewicz integrals associated   to homogeneous mappings, Monatshefte fur Mathematik 181(4) (2016), 875-906.

[14]Feng Liu, Huoxiong Wu and Daiqing Zhang*, L^p bounds for parametric Marcinkiewicz integrals with mixed homogeneity, Mathematical Inequalities & Applications 18(2) (2015), 453-469.

[13]Feng Liu and Huoxiong Wu*, A criterion on oscillation and variation for the commutators of singular integral operators, Forum Mathematicum 27(1) (2015), 77-97.

[12]Feng Liu and Huoxiong Wu*, On the regularity of the multisublinear maximal function, Canadian Mathematical Bulletin 58(4) (2015), 808-817.

[11]Feng Liu and Suzhen Mao*,L^p bounds for nonisotropic Marcinkiewicz integrals associated to surfaces, Journal of the Australian Mathematical Society 99(3) (2015), 380-398.

[10]Feng Liu, Huoxiong Wu* and Daiqing Zhang, Boundedness of certain singular integrals along surfaces on Triebel-Lizorkin spaces, Forum Mathematicum 27(6) (2015), 3439-3460.

[9]Feng Liu* and Daiqing Zhang, Parabolic Marcinkiewicz integrals associated to polynomials compound curves and extrapolation, Bulletin of the Korean Mathematical Society 52(3) (2015), 771-788.

[8]Feng Liu, On singular integrals associated to surfaces, Tohoku Mathematical Journal 66(1) (2014), 1-14.

[7]Feng Liu and Huoxiong Wu*,On the L^2 boundedness for the multiple Littlewood-Paley functions with rough kernels，Journal of Mathematical Analysis and Applications 410 (2014), 403-410.

[6] Feng Liu and Huoxiong Wu*,Rough singular integrals and maximal operators with mixed homogeneity along compound curves，Mathematische Nachrichten 287 (10) (2014), 1166-1182.

[5]Feng Liu and Huoxiong Wu*,Rough singular integrals supported by submanifolds in Triebel-Lizorkin spaces and Besov spaces,Taiwanese Journal of Mathematics 18(1) (2014), 127-146. (SCI)

[4]Feng Liu and Huoxiong Wu*,On Marcinkiewicz integrals associated to compound mappings with rough kernels,Acta Mathematica Sinica-English Series 30(7) (2014), 1210-1230. (SCI)

[3]Feng Liu,Huoxiong Wu and Daiqing Zhang*,On the multilinear singular integrals and commutators in the weighted Amalgam spaces,Journal of Function Spaces 2014 (2014), 1-12.

[2]Feng Liu and Huoxiong Wu*,Rough singular integrals associated with surfaces of Van der Corput type, Applied Mathematics-A Journal of Chinese of Universities 29(1) (2014), 86-100.

[1]Feng Liu and Huoxiong Wu*,Rough Marcinkiewicz integrals with mixed homogeneity on product spaces, Acta Mathematica Sinica-English Series 29(7) (2013), 1231-1244.

联系方式：

Email：liufeng860314@163.com or FLiu@sdust.edu.cn