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href="/html/showTeacher-psj.aspx.html"><strong>彭双?/strong></a></h1> <div class="t-c"> <a href="/html/eninfo10752770.html" target="_self" textvalue="英文?(English Version)">英文?(English Version)</a> </div> <h3 class="head1"><br><br> <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left" style="word-break: break-all"><br></td> </tr> </tbody> </table> <div style="clear: both"> <br>  <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left" style="word-break: break-all"><br></td> </tr> </tbody> </table> </div></h3> <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left"><em><strong>学习经历:</strong></em><br>1986,09~1990,06:  湖北大学数学专业<br>1995,08~1998,06:  华中师范大学数学系基础数学专业硕士学位研究?获基础数学硕士学位<br>2000,09~2003,07:  中国科学院数学与系统科学研究院博士学位研究生,获应用数学博士学?br>研究方向:非线性偏微分方程、非线性泛函分析、奇异摄动问题等<br><br>    <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left" style="word-break: break-all"><p><em><strong>工作经历:</strong></em><br>1990,08~1995,08:   湖北省孝昌县周巷中学教师<br>1998,07~2003,08:   湖北省孝感学院数学系, 讲师,副教?br>2003,09~2005,07:   中国科学院武汉物理与数学研究所, 副研究员<br>2004,01~2005,08:   受德国洪堡基金会资助在德国吉森大学做洪堡学?/p><p>2004,06~2004,06:   瑞士洛桑联邦高工应用数学?br>2004,06~2004,07:   瑞士苏黎世大学数学系,非线性分析及摄动理论会议  </p><p>2004,11~2004,11:   德国Cottbus工业大学数学研究所</p><p>2005,06~2005,06:   德国Meinz大学数学研究所, 第二届德国美国数学会联合会议</p><p>2005,06~2005,07:   德国Oberwolfach数学研究所</p><p>2005,08~  ?  :   华中师范大学数学与统计学学院, 教授, 博士生导?/p><p>2006,05~2006,07:   中国科学院数学与系统科学研究?访问学?/p><p>2007,06~2007,08:   中国科学院数学与系统科学研究?访问学?/p><p>2007,10~2007,11:   澳大利亚新英格兰大学, 访问学?/p><p>2009,01~2009,05:   美国University of Iowa, 访问学?/p><p>2010,10~2010,11:   澳大利亚新英格兰大学, 访问学?/p><p>2011,03~2011,04:   美国University of Iowa, 访问学?/p><p>2012,04~2012,05:   澳大利亚新英格兰大学, 访问学?/p><p>2012,10~2012,11:   台湾大学台大数学科学中心,访问学?/p><p>2013,07~2013,08:   美国 Wright State University, 访问学?/p><p>2014,01~2014,02:   香港中文大学数学研究所,访问学?/p><p>2014,06~2014,07:   台湾大学台大数学科学中心,访问学?/p><p>2014,09~2014,10:   澳大利亚新英格兰大学, 访问学?/p><p>2014,11~2014,11:   香港中文大学数学研究所,访问学?/p><p>2014,12~2014,12:   新加坡国立大学数学研究所,访问学?/p><p>2016,01~2016,02:   香港中文大学数学研究所,访问学?/p><p>2016,10~2016,10:   澳大利亚新英格兰大学、国立大学,访问学?/p><p>2017,04~2017,04:   香港中文大学数学研究所,访问学?/p><p>2017,09~2017,09:   芬兰赫尔辛基大学,访问学?/p><p> </p><p><strong><em>社会或学术兼职:</em></strong></p><p> </p><p>《Acta Mathematica Scientia?中、英文版)常务编委</p><p>数学期刊《Abstr. Appl. Anal.》编?/p><p>学术期刊《Journal of Scientific Research and Report》编?/p><p>《应用数学学报》(中文版)编委</p><p>中国数学会理?/p><p>湖北省暨武汉市数学会副理事长</p><p>湖北省暨武汉市工业与应用数学会副理事?/p> <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left" style="word-break: break-all"><br></td> </tr> </tbody> </table> <div style="clear: both">                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                   </div></td> </tr> </tbody> </table> <div style="clear: both"> <br>    <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left" style="word-break: break-all"><p><strong><em>奖励情况:</em></strong><br>1.   2011年获得国家杰出青年科学基?br>2.   2012年入选首批湖北省重大人才工程“高端人才引领培养计划?br>3.   2012年荣获湖北省第六届优秀科技工作者称?br>4.   2017年享受国务院政府特殊津贴</p><p>5.   2017年获得湖北省五一劳动奖章</p><p>6.   2013年获得第二届武汉欧美同学?武汉留学人员联谊会“留学报国贡献奖?br>7.   2010年获得湖北省自然科学奖一等奖<br>8.   2009年获得教育部自然科学奖二等奖<br>9.   2014年获得国家教学成果奖二等?br>10.  2013年获得湖北省高等学校教学成果奖一等奖</p><p>11.  2017年获得湖北省高等学校教学成果奖一等奖(主持)</p><p>12.  2017年获得湖北省高等学校教学成果奖一等奖(参与,排名2?br></p><p>13.  2012年获得华中师范大学教学成果奖特等?br>14.  2015年获得华中师范大学第五届“桂苑名师”称? </p><p>15.  2007年入选教育部"新世纪优秀人才支持计划"<br>16.  2003年度中国科学院院长特别奖  </p></td> </tr> </tbody> </table> <div style="clear: both"></div> </div></td> </tr> </tbody> </table> <div style="clear: both"></div> <p> </p> <div class="clear"></div> <h3 class="head2"></h3> <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left"><strong><em>研究方向?/em>非线性偏微分方程、非线性泛函分析、奇异摄动问?/strong></td> </tr> </tbody> </table> <div style="clear: both"> <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left" style="word-break: break-all"><p><strong><em>承担项目</em>:</strong><br>1.教育部“长江学者与创新团队发展计划?滚动支持)?2018,01-2020?2,主持人</p><p>2.国家自然科学基金专项基金项目(天元):p-Grushin算子及其方程的研究(1172633?2018,01-2018,12,主持人<br></p><p>3.国家自然科学基金面上项目:椭圆型方程解的存在性及解的局部唯一性的研究(11571130), 2016?1-2019?2,主持人</p><p>4.国家杰出青年科学基金:非线性泛函分析(11125101?  2012,01-2015,12?主持?br>5.湖北省重大人才工程“高端人才引领培养计划”,2012-2016,主持人<br>6.教育部“长江学者与创新团队发展计划”, 2013-2015?核心成员<br>7.教育部博士点基金:椭圆型偏微分方程中典型问题的研究(20110144110001),2012,01-2014,12,主持人<br>8.国家自然科学基金:非线性薛定锷方程和自由边值问题中的典型问题(11071092),2011?1-2013?12, 主持?br>9.华中师范大学中央高校科研基本业务费(国家重大科研项目培育项目):非线性偏微分方程中的典型问题  <br>(CCNU09c01007),2009?2-2012?2?主持?br>10.2007年教育部新世纪优秀人才支持计划(NCET-07-0350),2008,01-2010,12, 主持?br>11.国家自然科学基金重点项目: “非线性椭圆与抛物方程的理论及其应用研究”(10631030? 2007?1-2010?2,核心成员<br>12.湖北省自然科学基金计划创新群体项?“非线性偏微分方程的若干问题的研究?2008,01-2009,12,核心成员<br>13.教育部科学技术重点项目:关于带电磁场的薛定谔方程的研?107081)?007?1-2009?2?主持?br>14.国家自然科学基金: 非线性椭圆方程与障碍问题(10571069), 2006,01?008,12.排序?br>15.教育部留学归国人员科研启动基?奇异椭圆型偏微分方程的研? 2008,01-2010,12主持?br>16.湖北省高校青年教师科技创新团队:“受限流体混合物的浸润与吸附研究?2004,01?006,12, 骨干<br>17.湖北省教育厅科研项目: 变系数椭圆偏微分方程的研?2004D004), 2004,01-2006,12. 主持?br> </p></td> </tr> </tbody> </table> <div style="clear: both"></div> </div> <h3 class="head3"></h3> <table uetable="null" hspace="0" align="left" vspace="0" cellspacing="0" cellpadding="0"> <tbody> <tr class="firstRow"> <td align="left"><br></td> </tr> </tbody> </table> <div style="clear: both"> <p> </p> <table uetable="null" hspace="0" align="left" width="718" vspace="0" cellspacing="0" cellpadding="0" style="height: 1793px"> <tbody> <tr class="firstRow"> <td align="left" width="696" style="word-break: break-all"><p><em><strong>主要论著目录:</strong></em></p><p class="MsoNormal" style="margin: 0cm 0cm 0px"><span style="font-family: 宋体; background: white; color: black; font-size: 18px; mso-bidi-font-family: arial"><span lang="EN-US"><span style="font-family: 宋体; background: white; color: black; font-size: 16px; mso-bidi-font-family: arial"></span></span></span></p><p>82.<strong>Shuangjie Peng</strong>, Qingfang Wang and Zhi-Qiang Wang: On coupled nonlinear Schrodinger systems with mixed</p><p>couplings,<em><strong>Trans. Amer.Math. Soc., </strong></em>online.</p><p>81.<strong>Shuangjie Peng</strong>, Chunhua Wang and Shusen Yan: Construction of solutions via local Pohozaev identities,</p><p><em><strong>J.Funct. Anal.</strong></em>, to appear.</p><p>80.<strong>Shuangjie Peng</strong>, Yanfang Peng and Qingfang Wang: Sign-changing solutions for an elliptic system</p><p>with critical exponent in dimension N=5, <strong><em>Journal d'Analyse Mathematique</em></strong>, to appear.</p><p>79.Yinbin Deng, <strong>Shuangjie Peng</strong> and Wei Shuai: Nodal standing waves for a gauged nonlinear Schrodinger equation</p><p>in R^2, <strong><em>J.Differential Equations</em></strong>, online.</p><p>78.Daomin Cao, Zhongyuan Liu and <strong>Shuangjie Peng</strong>: Sign-changing bubble tower solutions for the supercritical</p><p>Henon type equations,<em><strong>Annali di Mathematica Pura ed Applicata</strong></em>,to appear.</p><p>77.Dengfeng Lv and <strong>Shuangjie Peng</strong>: Existence and asymptotic behavior of vector solutions for coupled nonlinear</p><p> Kirchhoff-type systems, <strong><em>J. Differential Equations</em></strong>, 263(2017), 8947-8978.</p><p>76.Yinbin Deng, <strong>Shuangjie Peng</strong> and Jixiu Wang: Nodal solutions for a quasilinear elliptic equation involving the</p><p> p-Laplacian and critical exponent, <em><strong>Adv.Nonlinear Stud., </strong></em>to appear.</p><p>75.Qihan He, <strong>Shuangjie Peng</strong> and Yanfang Peng: Existence, non-degeneracy of proportional positive solutions and</p><p>least energy solutions for a fractional slliptic system, <em><strong>Adv. Differential Equations</strong></em>, 22(2017), 867-892.</p><p>74.Yuxia Guo, <strong>Shuangjie Peng</strong> and Shusen Yan: Local uniqueness and periodicity induced by concentration,</p><p><em><strong>Proc. </strong></em><em><strong>Lond. Math. Soc.?? </strong></em>114(2017), 1005-1043.</p><p>73. <strong>Shuangjie Peng</strong>, Wei Shuai and Qingfang Wang: Multiple positive solutions for linearly coupled nonlinear</p><p>elliptic systems with critical exponent, <em><strong>J. Differential Equations</strong></em>, 263(2017), 709-731.</p><p>72. Dengfeng Lu and <strong>Shuangjie Peng</strong>: On the positive vector solutions for nonlinear fractional Laplacian systems</p><p>with linear coupling,<em><strong>Discrete Contin. Dyn.Syst.,</strong></em>37(2017),3327-3352.</p><p>71. Daomin Cao, <strong>Shuangjie Peng</strong> and Qingfang Wang: Pohozaev恒等式及其在偏微分方程中的应用, <em><strong>Sci. Sin. China,</strong></em></p><p>46(2016), 1649-1674. (综述文章)</p><p>70.<strong>Shuangjie Peng</strong>, Yan-Fang Peng and Zhi-Qiang Wang: On elliptic systems with Sobolev critical exponent,</p><p><em><strong>Calc. Var. Partial Differential Equations</strong></em>, 55(2016), No.6, 30pp.<br>69. Qihan He and <strong>Shuangjie Peng</strong>: Synchronized vector solutions to an elliptic system, <em><strong>Proc. Amer. </strong></em></p><p><em><strong>Math. Soc.</strong></em>, 144(2016), 4055-4063.</p><p>68. Zhongyuan Liu and <strong>Shuangjie Peng</strong>: Solutions with large number of peaks for the supercritical Henon<br>equation, <em><strong>Pacific J. Math.</strong></em>, 280(2016), 115-139.  </p><p>67. Wei Long and <strong>Shuangjie Peng</strong>: Multiple positive solutions for a type of nonlinear Schrodinger<br>equations, <em><strong>Ann. Sc. Norm. Super. Pisa, Cl. Sci.</strong></em>, 16(2016), 603-623.  </p><p>66. Yinbin Deng, <strong>Shuangjie Peng</strong> and Shusen Yan: Critical exponents and solitary wave  solutions</p><p>for  generalized quasilinear Schrodinger equations, <em><strong>J. Differential Equations</strong></em>, 260(2016), 1228-1262.</p><p>65. Zhongyuan Liu and <strong>Shuangjie Peng</strong>: Infinitely many double-boundary-peak solutions for a Henon-like</p><p>equation with critical nonlinearity, <em><strong>J. Differential Equations</strong></em>, 260(2016), 370-400.</p><p>64. <strong>Shuangjie Peng</strong> and Huirong Pi: Spike vector solutions for some coupled nonlinear Schrodinger<br>equations, <em><strong>Discrete Contin. Dyn. Syst.</strong></em>, 36(2016), 2205-2227.  </p><p>63. Wei Long, <strong>Shuanjie Peng</strong> and Jing Yang: Infinitely many positive solutions and sign-changing<br>solutions for nonlinear fractional Schrodinger equations,  <em><strong>Discrete Contin. Dyn. Syst.,</strong></em>36(2016),  </p><p>175-201.  </p><p>62. Yinbin Deng, <strong>Shuangjie Peng</strong> and Wei Shuai: Existence and asymptotic behavior of  nodal solutions</p><p>for the Kirchhoff-type problems in R^3, <em><strong>J. Funct. Anal.</strong></em>, 269(2015), 3500-3527.</p><p>61. <strong>Shuanjie Peng</strong> and Jing Yang: Multiple positive solutions for a nonlinear elliptic  equation<br>involving Hardy-Sobolev-Mazya term,  <em><strong>Acta Math. Sinica</strong></em>, 31(2015), 893-912.  </p><p>60.<strong>Shuangjie Peng</strong> and Chunhua Wang: Infinitely many solutions for a Hardy-Sobolev equation involving</p><p>critical growth, <strong><em>Math. Methods Appl. Sci.</em></strong>, 38(2015), 197-220.<br>59. Daomin Cao, <strong>Shuangjie Peng</strong> and Shusen Yan: Planar vortex patch problem in incompressible steady</p><p>flow, <em><strong>Advances in Mathematics</strong></em>, 270(2015), 263-301.</p><p>58. Yi Li and <strong>Shuangjie Peng</strong>: Multi-peak solutions to two types of free boundary problems, <em><strong>Calc. Var.<br>Partial Differential Equations</strong></em>, 54(2015), 893-912.</p><p>57. Yinbin Deng, <strong>Shuangjie Peng</strong> and Shusen Yan: Positive soliton solutions for generalized quasilinear<br>Schrodinger equations with critical growth, <em><strong>J. Differential Equations</strong></em>, 258(2015), 115-147. <br>56. <strong>Shuangjie Peng</strong> and Huirong Pi: Boundary concentrating solutions for a Henon-like equation, <em><strong>Proc. Roy. </strong></em> </p><p><em><strong>Soc. Edinburgh Sect. A</strong></em>, 145(2015), 175-201.</p><p>55. Yinbin Deng, <strong>Shuangjie Peng</strong> and Jixiu Wang: Nodal soliton solutions for generalized quasilinear<br>Schrodinger equations, <em><strong>J. Math. Phys.</strong></em>, 55(2014), 051501,16pp.  </p><p>54. Wei Long and <strong>Shuangjie Peng: </strong>segregated vector solutions for a class of Bose-Einstein systems, <br><strong><em>J. Differential Equations</em></strong>, 257(2014),207-230.<br>53. Chang-Shou Lin and <strong>Shuangjie Peng</strong>: Segregated  vector solutions for linearly coupled nonlinear<br>Schrodinger systems, <strong><em>Indiana Univ. Math. J., </em></strong>63(2014), 939-967.<br>52. Yi He, Gongbao Li and <strong>Shuangjie Peng</strong>: Concentrating bound states for Kirchhoff type problems<br>in R^3 involving critical Sobolev exponents, <strong><em>Adv. Nonlin.Studies</em></strong>, 14(2014), 441-468.<br>51. Yinbin Deng, <strong>Shuangjie Peng</strong> and Huirong Pi: Bound states with clustered peaks for nonlinear<br>Schrodinger equations with compactly supported potentials, <em><strong>Adv. Nonlin.Studies</strong></em>, 14(2014), 421-439.<br>50. <strong>Shuangjie Peng</strong> and Yanfang Peng: Least energy sign-changing solutions  for a singular elliptic<br>equation in lower dimensions, <strong><em>Comm. Contem. Math.</em></strong>,  16(2014), no.4, 1350048, 16pp<br>49. Yinbin Deng, <strong>Shuangjie Peng</strong> and Li Wang: Infinitely many radial solutions to elliptic system involving<br>critical exponents, <strong><em>Discrete Contin. Dyn. Syst.</em></strong>, 34(2014), 461-475.<br>48. Daomin Cao, <strong>Shuangjie Peng</strong> and Shusen Yan:  On the Webster scalar curvature problem on the CR <br>sphere  with  a cylindrical-type symmetry,  <strong><em>J. Geom.</em></strong>  <strong><em>Anal.,  </em></strong>23(2013), 1674-1702.<br>47. Yinbin Deng, <strong>Shuangjie Peng</strong> and Jixiu Wang: Nodal soliton solutions for quasilinear Schrodinger <br>equations with critical exponent,  <strong><em>J. Math. Phys</em></strong>. 54(2013), no.1, 011504, 28pp.<br>46. <strong>Shuangjie Peng</strong> and Zhi-Qiang Wang: Segregated and synchronized vector solutions for nonlinear<br>Schrodinger systems, <em><strong>Arch. Ration. Mech. Anal</strong></em>., 208(2013), 305-339. <br>45. Daomin Cao and <strong>Shuangjie Peng</strong>:Concentration of solutions for the Yamabe problem on half-spaces,<br><em><strong>Proc. Roy. Soc. Edinburgh Sect. A,</strong></em> 143(2013), 73-99.<br>44. Dongsheng Kang and <strong>Shuangjie Peng</strong>: Infinitely many solutions to elliptic systems with critical <br>exponents and Hardy potentials, <em><strong>Sci. China Math</strong></em>, 55 No.10 (2012)?027-2044.<br>43. Yinbin Deng,  Lingyu Jin  and  <strong>Shuangjie Peng</strong>: Solutions of  Schrodinger equations with inverse<br>square potential and critical nonlinearity, <em><strong>J. Differential Equations</strong></em>, 253(2012), 1376-1398.<br>42. Daomin Cao, <strong>Shuangjie Peng</strong> and Shusen Yan: Infinitely many solutions for p-Laplacian equation<br>involving critical Sobolev growth, <em><strong>J. Funct. Anal.,  </strong></em>262(2012), 2861-2902.<br>41. Yinbin Deng, <strong>Shuangjie Peng</strong> and Li Wang: Existence of multiple solutions for a nonhomogeneous<br>semilinear elliptic equation involving critical exponent, <em><strong>Discrete Contin. Dyn. Syst.</strong></em>, 32(2012),<br>795-826.<br>40.Gongbao Li, <strong>Shuangjie Peng</strong> and Chunhua Wang: Infinitely many solutions for  nonlinear Schr\"{o}dinger<br>equations with electromagnetic fields, <strong><em>J. Differential Equations</em></strong>, 251(2011), 3500-3521.<br>39. Gongbao Li, <strong>Shuangjie Peng</strong> and Chunhua Wang: Multi-bump solutions for the nonlinear<br>Schr\"{o}dinger-Poisson system, <em><strong>J. Math. Phys</strong></em>. 52(2011), no.5, 053505, 19 pp.<br>38. Yinbing Deng, <strong>Shuangjie Peng</strong> and Jixiu wang: Infinitely many sign-changing solutions for <br>quasilinear Schrodinger equations in R^N, <strong><em>Commun.Math.Sci. </em></strong>9(2011), 859-878.<br>37.Dongsheng Kang  and <strong>Shuangjie Peng</strong>: Existence and asymptotic properties of solutions to elliptic<br>systems involving multiple critical exponents, <em><strong>Sci.China Math</strong></em>, 54(2011), 243-256.<br>36. Yi Li and <strong>Shuangjie Peng</strong><em><strong>:</strong></em> Multiple solutions for an elliptic problem related to vortex pairs,<br><strong><em>J. Differential Equations, </em></strong>250(2011), 3448-3472.<br>35. Daomin Cao, <strong>Shuangjie Peng</strong> and Shusen Yan: Multiplicity of  solutions for the plasma problem<br>in two dimensions, <strong><em>Adv. Math.</em></strong>, 225(2010), 2741-2785.<br>34. Na Ba, Yinbin Deng and <strong>Shuangjie Peng</strong>: Multi-peak bound states  for Schrodinger equations<br>with compactly supported or unbounded potentials, <strong><em>Ann. Inst. H. Poincaré Anal. Non Linéaire<br></em></strong>27(2010), 1205-1226.<br>33. Thomas Bartsch and  <strong>Shuangjie Peng</strong>:Solutions concentrating on higher dimensional subsets<br>for singularly perturbed elliptic  equations II, <strong><em>J. Differential Equations</em></strong>, 248(2010), 2746-2767.<br>32. Gongbao Li, <strong>Shuangjie Peng </strong>and Shusen Yan: Infinitely many positive solutions for the nonlinear<br>Schrodinger-Poisson system, <strong><em>Comm. Contem. Math.</em></strong>, 12(2010), 1069-1092..<br>31. <strong>Shuangjie Peng</strong> and Jing Zhou, Concentration of solutions for a Paneitz type problem,<br><strong><em>Discrete  Contin. Dyn.  </em></strong><strong><em>Syst., </em></strong>26?010?055-1072.<br>30. Daomin Cao and <strong>Shuangjie Peng</strong>, Semi-classical bound states for Schrodinger equations with<br>potentials vanishing or unbounded  at infinity, <strong><em>Comm. Partial  Differential  Equations</em></strong>,<br>34(2009),1566-1591.<br>29. Bingyu Kou and <strong>Shuangjie Peng</strong>, Quasilinear elliptic equations with Neumann boundary and<br>singularity, <strong><em>Acta Math. Appl. Sin.</em></strong>, 25 (2009),<br>28. Shujuan Li and <strong>Shuangjie Peng</strong><em><strong>,</strong></em> Asymptotic behavior on the Henon equation with supercritical<br>exponent, <strong><em>Sci. China</em></strong>, 52(2009), 2185-2194.<br>27. Daomin Cao, <strong>Shuangjie Peng </strong>and Shusen Yan, Asymptotic behavior of ground state solutions for<br>the Henon equation, <strong><em>IMA J. Appl. Math.</em></strong>,74(2009), 468-480.<br>26. Daomin Cao and <strong>Shuangjie Peng</strong>, Solutions for the prescribing  mean curvature equation,<br><strong><em>Acta Math. Appl. Sin.</em></strong>, 24(2008),497-510.<br>25. Yinbin Deng, Lingyu Jin and <strong>Shuangjie Peng</strong>: Positive solutions for elliptic equations related to<br>the Caffarelli-Kohn-Nirenberg   inequalities, <strong><em>Comm. Contem. Math.</em></strong>, 11(2009), 185-199.<br>24.Thomas Bartsch and  <strong>Shuangjie Peng</strong> : Solutions concentrating on higher dimensional subsets<br>for singularly perturbed elliptic equations I, <strong><em>Indiana </em></strong><strong><em>Univ.</em></strong><strong><em>Math. J</em></strong>.  57(2008),1599-1632.<br>23.Gongbao Li and <strong>Shuangjie Peng</strong>: Remarks on elliptic problems involving the Caffarelli-Kohn-<br>Nirenberg  inequalities, <strong><em>Proc. Amer.  </em></strong><strong><em> Math. Soc.</em></strong>. 136(2008),1221-1228.<br>22.Thomas Bartsch,  <strong>Shuangjie Peng</strong> and Zhitao Zhang: Existence and non-existence of solutions<br>to ellipticm equations related to the Caffarelli-Kohn-Nirenberg inequalities,    <br><strong><em>Calc. Var. Partial Differential Equations </em></strong>30 (2007),113-136.<br>21. Yinbin Deng, Lingyu Jin and <strong>Shuangjie Peng</strong>: A Robin boundary problem with Hardy potential and<br>critical nonlinearities, <strong><em>Journal  </em></strong><strong><em>d'Analyse Mathematique</em></strong>, 104(2008), 125-154.<br>20.Gongbao Li, <strong>Shuangjie Peng </strong>and Shusen Yan: A new type of solutions  for a singularly perturbed<br>elliptic Neumann problem, <strong><em>Revista Mat. Iberoa.</em></strong>,23(2007),1039-1066.<br>19.Dongsheng Kang and <strong>Shuangjie Peng</strong>: Singular elliptic problems in  with critical Sobolev–Hardy<br>exponents, <strong><em>Nonlin. Analysis, TMA</em></strong>, 68(2008), 1332-1345.<br>18. Thomas Bartsch and <strong>Shuangjie Peng</strong>: Semiclassical symmetric  Schrodinger equations:<br>existence of solutions concentrating   simultaneously on several spheres, <strong><em>Zeit. Angew. Math. Phys.</em></strong>,<br>58(2007), 778-804.<br>17. Daomin Cao and <strong>Shuangjie Peng</strong>: Multi-bump bound states of Schrodinger equations with a<br>critical frequency, <strong><em>Math. Ann.</em></strong>, 336(2006):925-948.<br>16.Thomas Bartsch, E.Norman Dancer and <strong>Shuangjie Peng</strong>: On multibump semi-classical bound states of<br>nonlinear Schrodinger equations with electromagnetic fields, <strong><em>Adv. Diff. Equations</em></strong>, 7 (2006), 781-812.<br>15. Wenliang Gao and <strong>Shuangjie Peng</strong>, An elliptic equation with  combined critical Sobolev-Hardy terms,<br><strong><em>Nonlinear Analysis, TMA</em></strong>,65(2006), 1595-1612.<br>14. Daomin Cao and <strong>Shuangjie Peng</strong>: Asymptotic behavior for elliptic problems with singular coefficient<br>and nearly critical Sobolev  growth, <strong><em>Annali di Mathematica Pura ed Applicata</em></strong>, 185(2006), 189-205.<br>13. <strong>Shuangjie Peng</strong>: Multiple boundary concentrating solutions to Dirichlet problem of Henon equation,<br><strong><em>Acta Mathematicate Applicate </em></strong><strong><em>Sinica</em></strong>, 22(2006), 137-162.<br>12. <strong>Shuangjie Peng: </strong>Remarks on singular critical growth elliptic equation, <strong><em>Discrete Contin.<br>Dyn. Syst.,</em></strong> 14(2006),707-719.<br>11. Daomin Cao, Xiaoming He and <strong>Shuangjie Peng</strong>: Positive solutions for some singular critical growth<br>nonlinear elliptic equations,<strong><em>Nonlinear Analysis TMA</em></strong>, 60(2005), 589-609.<br>10. Dongsheng Kang and <strong>Shuangjie Peng</strong>: Solutions for semilinear elliptic problems with critical<br>Sobolev-Hardy exponents and Hardy  potential, <strong><em>Applied Math. Letter</em></strong>, 18(2005), 1094-1100.<br>9. Dongsheng Kang and <strong>Shuangjie Peng</strong>: Multiple solutions for elliptic problems with critical<br>Sobolev-Hardy exponents. <strong><em>Israel </em></strong><strong><em>Mathematical Journal</em></strong>, 143(2004), 281-297.<br>8. Dongsheng Kang and <strong>Shuangjie Peng</strong>: Existence of solutions for elliptic equations with critical<br>Sobolev-Hardy exponents, <strong><em>Nonlinear </em></strong><strong><em>Analysis TMA.</em></strong>, 56 (2004), 1151--1164.<br>7. Dongsheng Kang and <strong>Shuangjie Peng</strong>: Sign-changing solutions for  elliptic problems with critical<br>Sobolev-Hardy exponents. <strong><em>Jour. Math. </em></strong><strong><em>Anal. Appl.</em></strong>, 291 (2004), 488?99.<br>6. <strong>Shuangjie Peng</strong>: Uniqueness of the symmetric single peak solutions to Neumann problem with<br>critical Sobolev exponent, <strong><em>Nonlinear Analysis, TMA.</em></strong>, 56(2004),19-42.<br>5. Dongsheng Kang and <strong>Shuangjie Peng</strong>: Positive solutions of singular elliptic equations,<br><strong><em>Applied Math.Letter</em></strong>, 17(2004), 411-416.<br>4. Daomin Cao and <strong>Shuangjie Peng</strong>: A note on the sign-changing solutions to elliptic problems<br>with  critical Sobolev exponent and  Hardy terms, <strong><em>J. Differential Equations</em></strong>, 193(2003), 424-434.<br>3. Daomin Cao and <strong>Shuangjie Peng</strong>:  A global compactness result for singular elliptic problems<br>involving critical Sobolev exponent,   <strong><em>Proc.Amer.Math.Soc.</em></strong>, 131(2003), 1857-1866.<br>2. Daomin Cao and <strong>Shuangjie Peng</strong>: The asymptotic behavior of the ground state solutions for<br>Henon equation, <strong><em>Jour. Math. Anal. Appl.</em></strong>,278(2003), 1-17<br>1.Yinbin Deng and <strong>Shuangjie Peng</strong>: Existence of multiple positive solutions for inhomogeneous<br>Neumann problem, <strong><em>Jour. Math. Anal. <strong><em>Appl.</em></strong>,</em></strong>271(2002). 155-174.  </p></td> </tr> </tbody> </table> <div style="clear: both"></div> </div> <p> </p> <h3 class="head4"></h3> <p>办公地址:华中师范大学数学与统计学学?13?br><br>通讯地址:武汉市华中师范大学数学与统计学学院?30079<br>School of Mathematics and Statistics, Central China Normal University<br>Wuhan, 430079, P.R. china<br><br>Email:      <a href="/html/szdw..info1040mailto:sjpeng@mail.ccnu.edu.cn.html">sjpeng@mail.ccnu.edu.cn</a>  </p> <div class="t-r">                            (最后更新日期:2017-08-18) </div> </div></div> <div id="div_vote_id"></div> </div> </form> </DIV></DIV> <DIV class="clear"></DIV> </DIV> <DIV class="hezuo cleartf" style="clear: both"> <DIV class="linkWrap"> <DIV style="text-align: center;margin: 5px auto 0px"> <a href="/html/szdw..info1040....gywzwzjj.html" target="_blank" onfocus="undefined">网站简?/a> | <a href="/html/szdw..info1040....zxtg_content.jspurltypetree.TreeTempUrl&wbtreeid1078.html" target="_blank" onfocus="undefined">在线投稿</a> | <a href="/html/szdw..info1040....ldxx_content.jspurltypetree.TreeTempUrl&wbtreeid1081.html" target="_blank" onfocus="undefined">领导信箱</a> | <a href="/html/szdw..info1040....gywzyqlj.html" target="_blank" onfocus="undefined">友情链接</a> <BR> <FONT color="#000000"><A href="/html/szdw..info1040....index.html">版权所?© 2010 华中师范大学数学与统计学学院</A> </FONT></DIV></DIV></DIV> <script type="text/javascript" src="/tongji.js"></script></body></HTML>