The maximal ideal cycles over two-dimensional Brieskorn complete intersection singularities

来源 :2014年全国复分析会议 | 被引量 : 0次 | 上传用户:zz9506018
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
  For a two-dimensional Brieskorn complete intersection singularity,we give concrete descriptions of the maximal ideal cycle and the fundamental cycle on the minimal good resolution space.Then we provide a condition for these cycles to coincide.The results are extension of the Brieskorn hypersurface singularity obtained by Konno and Nagashima.
其他文献
  Let f(z)be an entire function.We write Ω(α,β)={z|α≤argz≤β,|z|>0},M(γ,Ω(α,β),f)=sup α≤θ≤β {|f(reiθ)|},Ω(α,β)={z|α≤argz≤β,|z|>0},In 19
会议
随着固体火箭推进技术的发展,高能量、低特征信号成为固体推进剂发展的必然方向,硝酸酯增塑型的聚醚(Nitmate Ester Plasticized Polyether)推进剂由于其能量高和综合使用性能
电池作为一种方便的电能来源,被广泛地应用在各种各样的电子设备中。随着便携式电子设备的迅速发展,及其日益小型化、微型化,人们对化学电源的容量提出了越来越高的要求。人们通过研究发现,金属硼化物中的硼元素处于活化状态,在一定的条件下可以发生电化学氧化反应,给出很高的电化学容量。本文进一步研究了二硼化钛、Fe-B UFAAP和Co-B UFAAP的电化学行为,同时用XRD、XPS和ICP等分析方法研究了发
  In this paper,by using methods from quaternionic analysis,we study Maxwells equations.We first introduce a quasi-quaternion space,set up a three-dimensional
会议
  In this paper,we derive several sufficient conditions of linear combinations and convolutions of harmonic mappings to be univalent and convex in one directi
会议
  There has been increasing attention to the parameter space of rational maps in recent years.In this talk,we will discuss the topology and bifurcations in th
会议
  We establish a discreteness criterion for Γ(∈)PU(2,1)with a screw parabolic element g,which can be viewed as a generalization of Shimizus lemma.Our method
会议
  The talk establishes the theory of rational function approximation in several complex variables.The theory is based on the Hardy space theory on tubes.As ap
会议
目的:观察金钗石斛(Dendrobium Nobile Lindl,DNL)对糖尿病(Diabetcs Mellitus, DM)大鼠肾脏非酶糖基化和氧化应激的影响,探讨DNL对糖尿病大鼠肾脏的保护作用。方法:用链脲佐菌素(Streptozotocin,STZ)诱导DM大鼠模型。将DM大鼠随机分为DM模型组、DNL低、中、高剂量组和氨基胍(Aminoguanidine,AG)组,另设一正常对照组。
  This paper first defines a class of analytic functions which is associated with the Dziok-Raina operator and related closely with the class of uniformly con
会议