基本解释：零簇
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In recent years, professional market has become a hot shot in city planning, so more and more scholars focus on the phenomenon that retail building cluster has played an important role in regional economics development.本文从簇群理论出发,着重对我国专业市场的形成与发展进行了实证分析,并研究了簇群的集聚效应和协同效应,对零售物业簇群的政策指导提出几点看法。
ON PROBABILISTIC LOGIC OPERATOR BASED ON ZERO-ORDER N/T NORMS COMPLETE CLUSTERS基于零级N/T泛数完整簇的概率逻辑算子的研究
Some Algebraic Properties about the 0-level Universal Operation Model of Universal Logic;泛逻辑的零级泛运算模型的代数性质
Investigation of FeB_N(N=1-10) Clusters by Using Density Functional Theory;密度泛函理论研究FeB_N（N=1-10）团簇
The Density Functional Theory Study of Cu_nNi(n=1～9) ClustersCu_nNi(n=1～9)团簇的密度泛函研究
Density functional theory study of Si_mC_n(m+n≤7) clustersSi_mC_n(m+n≤7)团簇的密度泛函研究
Growth of entire Dirichlet series of order zero关于零级整Dirichlet级数的增长性
Some Discussion about the Perfect Partition关于正整数n的完备分拆的一些探讨
Competition number of complete pentapartite graphs K_(n,n,n,n,n) where n≡1,5(mod6)完全五部图K_(n,n,n,n,n)(n≡1,5(mod6))的竞争数
Ｘ~n+Y~n=Z~nn≥3(No Integer Solution);X~n+Y~n=Z~n n≥3时无整数解
The competition numbers of complete tetrapartite graphs K_(n,n,n,n) where n is even完全四部图K_(n,n,n,n)(n为偶数)的竞赛数
The competition numbers of complete tetrapartite graphs K_(n,n,n,n) where n is odd完全四部图K_(n,n,n,n)(n为奇数)的竞赛数
Density-Functional Investigations on Small M_nC~±(M: Fe, Co, Ni, Cu; n=1-5) ClustersM_nC~±（M：Fe，Co，Ni，Cu；n=1-5）团簇的密度泛函理论研究
Density-Functional Studies of Small Fe_n Co and Fe_nNi(n≤5) ClustersFe_nCo和Fe_nNi(n≤5)小团簇的密度泛函理论研究(英文)
The Properties of Zn[i] and Zero-Divisor Semigroups of Some Simple Graphs;模n高斯整数环的性质与某些简单图的零因子半群
A(t,n) Threshold Adjustment Scheme Based on IBE一种基于IBE的(t,n)门限调整方案
Scalable to a full data warehouse·可升级到完整的数据仓库
Theoretical study for the electronic spin polarization of Ga_(2n)(n=1～4)clustersGa_(2n)(n=1～4)团簇自旋极化机理的密度泛函理论研究
Density functional theory study of the interaction of H_2 with rhodium clusters密度泛函理论研究H_2与Rh_n(n=1—8)团簇的相互作用
