Distortion Theorems for Normalized Biholomorphic Quasi-conve

发布时间：2018-11-24 17:49

【摘要】：In this paper, we will use the Schwarz lemma at the boundary to character the distortion theorems of determinant at the extreme points and distortion theorems of matrix on the complex tangent space at the extreme points for normalized locally biholomorphic quasi-convex mappings in the unit ball Bnrespectively.
[Abstract]:In this paper, we will use the Schwarz lemma at the boundary to character the distortion theorems of determinant at the extreme points and distortion theorems of matrix on the complex tangent space at the extreme points for normalized locally biholomorphic quasi-convex mappings in the unit ball Bnrespectively.
【作者单位】： College
【基金】：Supported by the National Natural Science Foundation of China(Grant Nos.11101139,11031008,11301136,11571089,11401159 and 11501198) the Science Foundation of Hebei Province(Grant No.A2014205069) the Key Scientific Research Pro jects in Universities of He’nan Province(Grant No.16B110010) the Doctoral Foundation of Pingdingshan University(Grant No.PXY-BSQD-2015005) the Doctoral Foundation of Hebei Normal University(Grant No.L2015B04) the Foster Foundation of Pingdingshan University(Grant No.PXYPYJJ2016007)
【分类号】：O174.52

【相似文献】

相关期刊论文 前10条

1 郭兴明,周世兴;OPTIMAL CONTROL OF PARABOLIC VARIATIONAL INEQUALITIES WITH STATE CONSTRAINT[J];Applied Mathematics and Mechanics(English Edition);2003年07期

2 陆伟刚,郭兴明,周世兴;OPTIMAL CONTROL OF HYPERBOLIC H-HEMIVARIATIONAL INEQUALITIES WITH STATE CONSTRAINTS[J];Applied Mathematics and Mechanics(English Edition);2004年07期

3 ;Global Optimization Approach to Non-convex Problems[J];The Journal of China Universities of Posts and Telecommunications;2004年03期

4 丁协平;GENERALIZED VECTOR QUASI-EQUILIBRIUM PROBLEMSIN LOCALLY G-CONVEX SPACES[J];Applied Mathematics and Mechanics(English Edition);2005年05期

5 熊革;肖启名;CHEUNG Wing-Sum;;Firey linear combinations of convex bodies[J];Journal of Shanghai University(English Edition);2009年02期

6 刘太顺,任广斌;Growth theorem of convex mappings on bounded convex circular domains[J];Science in China,Ser.A;1998年02期

7 徐庆,于波;Homotopy Method for Non-convex Programming in Unbonded Set[J];Northeastern Mathematical Journal;2005年01期

8 ;Relations between Lipschitz functions and convex functions[J];Science in China,Ser.A;2005年05期

9 ;Construction of convex solutions for the second type of Feigenbaum's functional equations[J];Science in China(Series A:Mathematics);2009年08期

10 ;Area integral,Littlewood-Paley g-function and BMOA on convex domains of finite type[J];Science China(Mathematics);2011年10期

相关会议论文 前6条

1 ;On semi-E-Convex Function and semi-E-Convex Programming[A];中国企业运筹学学术交流大会论文集[C];2007年

2 ;Convergence of Ishikawa Iterative Sequence with Mixed Errors for Asymptotically Quasi-nonexpansive Type mapping in convex Metric Spaces[A];第十届中国青年信息与管理学者大会论文集[C];2008年

3 张树中;;Approximat ion Algorit hms for Non-Convex Optimization Problems[A];中国运筹学会第九届学术交流会论文集[C];2008年

4 王晓敏;;The Differentiability of Locally Lipschitz Functions on Locally Convex Spaces[A];第八届中国青年运筹信息管理学者大会论文集[C];2006年

5 文开庭;;A New KKM Theorem in L-Convex Spaces and Some Applications[A];第三届贵州省自然科学优秀学术论文评选获奖论文集（2010年）[C];2010年

6 ;Prediction-free control of spatiotemporal extreme events by local parameters perturbation[A];第十二届全国非线性振动暨第九届全国非线性动力学和运动稳定性学术会议论文集[C];2009年

，

本文编号：2354499