李同柱
副教授,硕士生导师
[小中大]

05年于北大数学院博士毕业,
07-09在首都师大数学院做博士后研究.
2008,3-3,日本佐贺大学理学部访问学者.
主要兴趣:子流形几何------Lie球几何,Moebius几何,Laguerre几何等.
E-mail:litz(at)bit.edu.cn

所授课程

高等代数,线性代数,解析几何,代数拓扑,微分流形,微分几何,黎曼几何.

项目

主持的国家自然基金:
1,数学天元基金:N维欧氏空间中超曲面的Laguerre几何;
2,国家自然青年基金:N维欧氏空间中子流形的Laguerre几何;
3,北京理工大学校基础科研基金.
参与的国家自然基金:
1,国家自然基金面上项目：李球微分几何及其子几何的子流形理论；
2，国家自然基金面上项目：球几何与不定度量复射影空间中的子流形研究。

获奖
论著

1,TongzhuLi,ZhenGuo,HypersurfaceswithparallelRiccicurvatureinconstantlycurvedmanifold,ActaMath.Sinica(ChineseSer.),47(2004)587-592.2,TongzhuLi,LaguerregeometryofsurfacesinR^3,ActaMath.Sinica(Eng,Ser.),21(2005)1525-1534.3,TongzhuLi,ChangpingWang,LaguerregeometryofhypersurfacesinR^n,ManuscriptaMathematica,122(2007)73-95.4,TongzhuLi,HuafeiSun,HypersurfaceswithHarmonicMoebiuscurvatureinS^{n+1},AdvancesinMathematics,37(2008)57-66.5,TongzhuLi,LinyuPeng,HuafeiSun,ThegeometricstructureoftheInverseGammadistribution,Constributionstoalgebrageometry,49(2008)217-225.6,TongzhuLi,HomogeneoussurfacesinLiespheregeometry,Geom.Dedicata,149(2010)15-43.7,NieChangxiong,LiTongzhu,HeYijun,WuChuanxi,Conformalisoparametrichypersurfaceswithtwodistinctconformalprincipalcurvaturesinconformalspaces,ScienceChinaMath.,53(2010)953-965.8,TongzhuLi,HaizhongLi,Changpingwang,ClassificationofhypersurfaceswithparallelLaguerresecondfundamentalforminR^n,Differentialgeometryitsapplication,28(2010)148-157.9,TongzhuLi,HaizhongLi,ChangpingWang,ClassificationofhypersurfaceswithconstantLaguerreeigenvaluesinR^n,ScienceinChinaMath.,54(2011)1129-1144.10,TongzhuLi,WillmorehypersurfaceswithtwodistinctprincipalcurvaturesinR^{n+1},PacificJournalofMath.,256(2012)129-149.11,ZhenGuo,TongzhuLi,Limiaolin,XiangMa,ChangpingWang,ClassificationofhypersurfaceswithconstantMoebiuscurvatureinS^{n+1},MathematischeZeitschrift,271(2012)193-219.12,TongzhuLi,HuafeiSun,LaguerreisoparametrichypersurfacesinR^4,ActaMath.Sinica(Eng.Ser.),28(2012)1179-1186.13,TongzhuLi,LaguerrehomogeneoussurfacesinR^3,ScienceChinaMath.,55(2012)1197-1214.14,TongzhuLi,XiangMa,ChangpingWang,MoebiushomogeneoushypersurfaceswithtwodistinctprincipalcurvaturesinS^{n+1},toappearinArkivforMatematik,DOI:10.1007/s11512-011-0161-5.15,TongzhuLi,XiangMa,ChangpingWang,WillmorehypersurfaceswithconstantMoebiuscurvatureinR^{n+1},toappearinGeom.Dedicata,DOI:10.1007/s10711-012-9794-1.16,TongzhuLi,DematerKrupka,Thegeometryoftangentbundles:CanonicalVectorFields,Geometry,2013(2013)1-10.

学生