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                  研究生處 黨委研究生工作部
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                  劉靜靜


                  發布部門: 研究生處  發布時間: 2020-01-06  瀏覽次數: 363

                  鄭州輕工業大學碩士生導師基本情況一覽表


                  姓名

                  劉靜靜

                  職稱

                  副教授

                  學科/專業學位類別

                  應用數學/軟件工程

                  研究方向

                  非線性偏微分方程

                  1.  導師基本情況

                   博士、副教授、碩士生導師,鄭州輕工業學院青年骨干教師。20066月在洛陽師范學院取得理學碩士學位,20096月在蘭州大學獲取理學碩士學位,20126月在中山大學獲得理學博士學位。

                  主要從事非線性偏微分方程研究,研究領域包括淺水波方程,p(x)-Laplace方程等?!?/span>Ann.  I. H. Poincaré –AN》、《IMAJ. Appl. Math.》、《NonlinearAnal. Real World Appl.》、《J.Math. Anal. Appl.》等學術期刊審稿人。

                  2. 代表性成果

                  [1]JingjingLiu,Patrizia Pucci, Haitao Wu, Qihu Zhang. Existence and blow-up rateof large solutions of p(x)-Laplacian equations with gradientterms. Journal of Mathematical Analysis and Applications, Volume457, Issue 1, 1 January 2018, Pages 944-977 SCI

                  [2]JingjingLiu and Zhaoyang Yin, On the Cauchy problem of a weaklydissipative μ-Hunter-Saxton  equation, ANNALES DE L INSTITUTHENRI POINCARE-ANALYSE NON LINEAIRE, vol: 31 (2 )  267-279   MAR-APR 2014  SCI

                  [3]Jingjing Liu, Global weak solutions to a weakly dissipativeμ-Hunter-Saxton equation, Ukrainian  Math. J., 65(8), 1217-1230,2014  SCI

                  [4]Jingjing Liu,Qi Huzhang and Chunshan Zhao , Existence of positivesolutions for p(x)-Laplacian  equations with a singular nonlinearterm, Electronic Journal of Differential Equations,Vol. 2014 (2014), No. 155, pp. 1-21.  SCI

                  [5]JingjingLiu, Yuqi Niu and Dequan Zhang, On the Cauchy problem for aweakly dissipative μ-Degasperis-Procesi equation, Adv.Difference Equ., 2013:350, 2013  SCI

                  [6]JingjingLiu and Dequan Zhang, Blow-up phenomena and global existence forthe periodic two-  component Dullin-Gottwald-Holm system, Bound.Value Probl., 2013:158, 2013  SCI

                  [7]JingjingLiu, The Cauchy problem of a periodic 2-component μ-Hunter–Saxtonsystem in Besov  spaces, J. Math. Anal. Appl., 399(2), 650-666,2013  SCI

                  [8]JingjingLiu and Zhaoyang Yin, On the blow-up phenomena for a modifiedperiodic two-component Camassa–Holm equation, IMA J. Appl.Math., 77(4), 563-577, 2012  SCI

                  [9]JingjingLiu and Zhaoyang Yin, On the cauchy problem of a periodic2-component μ-Hunter-Saxton  system,  Nonlinear Anal., 75(1),131-142, 2012 SCI

                  [10]JingjingLiu and Zhaoyang Yin, Global weak solutions for a periodictwo-component μ-Hunter-Saxton system,  Monatsh. Math., 168(3-4),503-521, 2012 SCI

                  [11]JingjingLiu and Zhaoyang Yin, On the cauchy problem of a two-componentb-family system,  Nonlinear Anal. Real World Appl., 12(6),3608-3620, 2011 SCI

                  [12]JingjingLiu, Positive solutions of the p(x)-Laplace equation withsingular nonlinearity, Nonlinear  Anal., 72(12) , 4428-4437, 2010 SCI

                  [13]JingjingLiu and Xiayang Shi, Existence of three solutions for a class ofquasilinear elliptic systems  involving the (p(x),q(x))-Laplacian, Nonlinear Anal., 71(1-2), 550-557, 2009  SCI

                  [14]XingingLiu and Jingjing Liu, Onthe low regularity solutions and wave breaking for an equation modeling shallow water waves of moderate amplitude,NonlinearAnalysis: Theory, Methods &  Applications, Volume 107,September 2014, Pages 1–11.  SCI

                  [15]LiYin, Xiaopin Liu, Jingjing Liu and Qihu Zhang, On the prescribedvariable exponent mean curvature impulsive system boundary valueproblems, Boundary Value Problems 2014, 2014:139 SCI

                  [16]JingjingLiu, Patrizia Pucci, Qihu Zhang,Wavebreaking analysis for the periodic rotation-two-componentCamassa–Holm system.  Nonlinear Analysis, Volume 187, October2019, Pages 214-228

                  [17]JingjingLiu , Blow-up phenomena for the rotation-two-componentCamassa-Holm system , Applicable Analysis ,  Online.  2019       https://doi.org/10.1080/00036811.2019.1612050

                  3. 在研的項目

                  [1]國家自然基金《關于兩個分量的非線性色散波方程組的研究》。項目批準號:11701525,項目時間:2018.01.01-2020.12.31,主持,在研。

                  [2]國家自然基金面上項目《不可壓縮Navier-Stokes方程適當弱解的研究》。項目批準號:11971446。參與,在研。

                  [3]國家自然基金《修正的兩個分量的Camassa-Holm系統的若干問題研究》。項目批準號:11326161。主持,結項。

                  [4]河南省教育廳重點科學技術研究項目《關于兩個分量的淺水波系統的研究》,項目批準號:14A110011,主持結項。

                  [5]國家自然基金(青年基金)項目《土壤水流動問題基于降維技術的有限體積元法研究》,項目批準號:11101453,參與結項。




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