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The first part of this note contains a review of basic properties of the variety of lines contained in an embedded projective variety and passing through a general point. In particular we provide a de...
The c-curvature of a complete surface with Gauss curvature close to 1 in C2 norm is almost-positive (in the sense of Kim–McCann). Our proof goes by a careful case by case analysis combined with pertur...
Lower and upper bounds for nef cones      nef cones        2010/11/26
The nef cone of a projective variety Y is an important and often elusive invariant. In this paper we construct two polyhedral lower bounds and one polyhedral upper bound for the nef cone of Y using an...
We prove that under certain combinatorial conditions, the realization spaces of line arrangements on the complex projective plane are connected. We also give several examples of arrangements with eigh...
It is well-known that for a surface in a 3-dimensional real space form the constancy of the mean curvature is equivalent to the harmonicity of the Gauss map. However, this is not true in general for...
Nowadays the question ‘what is complexity?’ is a challenge to be answered. This question is triggering a great quantity of works in the frontier of physics, biology, mathematics and computer science...
In 1980, I. Morrison proved that slope stability of a vector bundle of rank 2 over a compact Riemann surface implies Chow stability of the projectivization of the bundle with respect to certain polari...
In this work we continue our study of the description of the soliton-like solutions of the variable coecients, subcritical gKdV equation ut + (uxx 􀀀 u + a("x)um)x = 0; in Rt  Rx; m = 2; 3 ...
We prove that the specialization to q = 1 of a Kirillov-Reshetikhin module for an untwisted quantum affine algebra of classical type is projective in a suitable category. This yields a uniform chara...
We give some results on quadratic normality of reducible curves canonically embedded and partially extend this study to their projective normality.
This paper investigates self-maps T : X  X which satisfy a distance constraint in a metric space which mixed point-dependent non-expansive properties, or in particular contractive ones, and p...
For a countable group 􀀀 and a multiplier  ∈ Z2(􀀀,T),we study the property of 􀀀 having a unitary projective -representation which is both irreducible and projectively faith...
Let 􀀀 be an e An subgroup of PGLn+1(K), with n  2, where K is a local field with residue field of order q and let Pn K be projective n-space over K. The module of coinvariants H0(􀀀;...
推导了二阶超曲面在 n 维射影复空间和实空间 P_n 的射影分类,并在直观的2维射影复平面和实平面P_2以及3维射影复空间和实空间 P_3来验证这个一般射影分类方法的正确性.
《射影几何》介绍     介绍  射影几何       2008/12/2
由我校数学系毛澍芬、沈世明两同志编著,华东师范大学钱端壮教授审阅的《射影几何》一书,已于85年10月由上海科技文献出版社出版。本书是在解析几何的基础上,应用射影观点论述一维和二维射影几何学。全书共分五章,第一章基本概念,叙述与本书有关的一些基本知识;第二章主要论述一维射影几

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