Understanding the role of socio-cultural factors in dwellings has become important current trends urbanization and modernization. This can be explored through primary studies from previous done by researchers. When pursuing a study also, understanding researchers becomes necessity. Hence, this research paper would beneficial for to do analysis studies. A methodology model was developed secondar...

We give a new description of the set Adm(μ) of admissible alcoves as an intersection of certain “obtuse cones” of alcoves, and we show this description may be given by imposing conditions vertexwise. We use this to prove the vertexwise admissibility conjecture of Pappas-Rapoport-Smithling [PRS, Conj. 4.39]. The same idea gives simple proofs of two ingredients used in the proof of the Kottwitz-R...

This paper is about the arithmetic of Kudla-Rapoport divisors on Shimura varieties of type GU(n− 1, 1). In the first part of the paper we construct a toroidal compactification of N. Krämer’s integral model of the Shimura variety. This extends work of K.-W. Lan, who constructed a compactification at unramified primes. In the second, and main, part of the paper we use ideas of Kudla to construct ...

The Brucella AMOS PCR assay was previously developed to identify and differentiate specific Brucella species. In this study, an abbreviated Brucella AMOS PCR test was evaluated to determine its accuracy in differentiating Brucella abortus into three categories: field strains, vaccine strain 19 (S19), and vaccine strain RB51/parent strain 2308 (S2308). Two hundred thirty-one isolates were identi...

An overview is given of a light weight Object Oriented OO multi database system named AMOS II Object Oriented multi database queries and views can be de ned where external data sources of di erent kinds are translated through AMOS II and integrated through its OOmediation primitives Through its multi database facilities many distributed AMOS II systems can inter operate Since most data reside i...

In this paper, we propose a modified Kudla–Rapoport conjecture for the Krämer model of unitary Rapoport–Zink space at ramified prime, which is precise identity relating intersection numbers special cycles to derivatives Hermitian local density polynomials. We also introduce notion difference cycles, has surprisingly simple description. Combining with induction formulas polynomials, prove when $...