Examples Of Arrangements Research Articles

Orthogonal Grade-Separated Nanowiring of Molecular Single Chains

Quasi-one-dimensional (1D) compounds are suitable models to develop future nanodevices. The critical issue is that most of the several hundred reported 1D compounds adopt parallel arrangements. Here, we report the first example of an orthogonal grade-separated arrangement of the halogen-bridged metal complex (MX-Chain) [PtII(en)2][PtIVCl2(en)2][FeIIICl5]2, abbreviated as [Pt(en)2Cl][FeIIICl5] (en = ethylenediamine), which is the first example of that arrangement of molecular single chains. The space group and topology are coincidentally same as alchemists’ gold, Hg3−δAsF6, which aligns as atomic single chains. This molecular nanostructure is very rare and valuable as a three-dimensional (3D) nanowiring model. The hydrogen bond network found in [Pt(en)2Cl][FeIIICl5] represents a new strategy for making such nanostructures. The structural and optical relationships are similar to those of typical Pt(II)/Pt(IV) mixed valent MX-Chains in charge-density-wave (CDW) states. Polarized Raman spectra strongly supported the presence of orthogonal grade-separated chains in CDW states. Thus, this work proved the concept of molecular single-chain grade-separated nanowiring.

Аранжировка — универсальный вид творческой деятельности современного учителя музыки

The article examines electronic arrangements as an art of intonating meanings, a universal means of developing musical culture of society, and a form of artistic activity of the future music teacher. The authors base themselves on analysis of conceptions of cultural-historical development in the choice of genre forms of electronic music-making, accentuate the logical, emotional and associative aspect of artistic creativity and highlight the stages of work on arrangements. The article discloses a teaching system presented in the form of a logical-semantic model, which includes the technology of comparative listening to music, a tutorial program complex “The Life of Wonderful Melodies,” an electronic musical toolkit and supportive musical examples of arrangements and samples of sound.

Credit Card Fraud Detection System

It is essential that Visa organizations can distinguish false Mastercard exchanges so clients are not charged for things that they didn't buy. Such issues can be handled with Data Science and its significance, alongside Machine Learning, couldn't be more important. This undertaking expects to outline the demonstrating of an informational collection utilizing AI with Credit Card Fraud Detection. The Credit Card Fraud Detection Problem incorporates demonstrating past Visa exchanges with the information of the ones that ended up being extortion. This model is then used to perceive if another exchange is fake. Our target here is to identify 100% of the fake exchanges while limiting the off base misrepresentation arrangements. Charge card Fraud Detection is an average example of arrangement. In this cycle, we have zeroed in on examining and pre- preparing informational indexes just as the sending of numerous irregularity discovery calculations, for example, Local Outlier Factor and Isolation Forest calculation on the PCA changed Credit Card Transaction

Geoengineering Protection of Territories Violated by Objects of Accumulated Environmental Damage

An approach is presented that allows to choose the facilities of geoengineering protection of accumulated environmental damage. This approach is based on taking into account the peculiarities of the hydrogeological, hydrological, geomorphological situation of territories where the objects are located, as well as their ranking depending on the environmental burden. A practical example of arrangement of a large storage of hazardous waste of the chemical industry is considered. Such protection with a perimeter waterproofing curtains combines the anti-filtration functions, bank protection and strengthening the bearing capacity of soils. For the first time, a curtain based on soil-cement piles was used as alternative to the well-known sheet pile technologies to protect the geological environment and watercourse during lateral filtration of contaminants of slurry body.

Geovisual analysis of VGI for understanding people's behaviour in relation to multifaceted context

Geovisual analysis of VGI for understanding people's behaviour in relation to multifaceted context

Management of Tuna Fisheries for Sustainable Development in the Pacific Islands

Cooperation by Pacific Island countries in the management of tuna fisheries is an important means of achieving sustainable development of these shared resources, in line with Sustainable Development Goal 14. The Western and Central Pacific Ocean (WCPO) tuna fishery is the largest tuna fishery in the world and two examples of arrangements based on regional cooperation are provided: • The purse seine Vessel Day Scheme (VDS) is a fisheries management system that is being implemented through the cooperation of the Parties to the Nauru Agreement (PNA), which regulates harvesting of tuna in line with SDG 14.4. The scheme also establishes rights in the shared fishery for small island developing states, increasing economic returns in support of SDG 14.7. • Regional cooperation in fisheries Monitoring Control and Surveillance is a unique collaboration between the members of the Forum Fisheries Agency (FFA) to address illegal, unreported and unregistered (IUU) fishing in support of SDG 14.4. A range of regionally agreed systems and tools is applied.

Reporting as an SYSC issue: Establishing governance maps for transaction reporting

Financial services regulatory reporting encompasses many different types of reports made by a variety of regulated entities. This paper focuses on transaction reporting by financial firms, an area that has seen significant Financial Conduct Authority (FCA) fines in recent years. It provides the background to governance arrangements in the context of transaction reporting and recommends that firms implement functional governance maps for transaction reporting in line with existing and proposed FCA requirements, given the complexity of overseeing and ensuring accuracy in reports and in light of competing regulatory obligations in the area of regulatory reporting. The paper also provides rudimentary governance maps in the context of transaction reporting as examples of arrangements that can be visually represented in firms’ existing policies. Finally, the paper makes three practical recommendations for firms to improve their governance arrangements in the context of transaction reporting.

Arrangements of equal minors in the positive Grassmannian

We discuss arrangements of equal minors of totally positive matrices. More precisely, we investigate the structure of equalities and inequalities between the minors. We show that arrangements of equal minors of largest value are in bijection with sorted sets, which earlier appeared in the context of alcoved polytopes and Gröbner bases. Maximal arrangements of this form correspond to simplices of the alcoved triangulation of the hypersimplex; and the number of such arrangements equals the Eulerian number. On the other hand, we prove in many cases that arrangements of equal minors of smallest value are weakly separated sets. Weakly separated sets, originally introduced by Leclerc and Zelevinsky, are closely related to the positive Grassmannian and the associated cluster algebra. However, we also construct examples of arrangements of smallest minors which are not weakly separated using chain reactions of mutations of plabic graphs.

No Overshoot Step Response of an Integral Controller with a Simple Robust Lead Inverse Compensator to Improve Saftey of Vehicles

This paper mainly presents a proposal for a control system intended to provide a stable response with no-overshoot for a firstorder proper system in a loop configuration that includes also an integral controller. An extended theoretical analysis is provided to justify the approach and also an application is presented at the end of paper. The results from the approach proposed in this paper are simpler, mathematically, than those from the conventional approach. Moreover, 7 examples of arrangement of zeros and poles for stability with no-overshoot property on a second order proper controlled object with an integrator were shown though they were not solved easily and analytically.

On the connectivity of the realization spaces of line arrangements

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 eight, nine and ten lines that have disconnected realization spaces.

Black and minority ethnic older people and mental well‐being: possibilities for practice

There is a shortage of examples of arrangements and practice approaches that focus on mental wellbeing in black and minority ethnic (BME) older people. This article draws on our practice enquiry1, which brought together accounts of social care practice across different types of social care settings from four parts of the UK, away from the areas of high demographic concentration that have been the focus of most previous research. Over 80 practitioners, managers, older people and carers were interviewed over 2009‐2010. They described and reflected on the support for older people from BME backgrounds, particularly focusing on how they might promote mental well‐being.

Quantum rings in a space with topological defects

Topological defects generally they occur in a system when phase transitions take place. We have examples of arrangements with these defects both in Gravitation and Condensed Matter. Depending on how they are generated, this kind of defects make the space present curvature or torsion. There is a wide literature about this matter, much from a gauge field point of view [1, 2, 3], and probing different aspects [6] as the existence of Landau levels [4, 5] or quantum phases [7], for example. However, there is not an unique fundamental theory for describing defects in solids. In our work we follow the Geometric Thery of Defects (TGD) which has the work by Katanaev [8] as a good way of describing continuum media with topological defects. This last theoretical framework is our compass. Besides, we are interested in mesoscopic systems, an important subject right before the role played by nanodevices. In our work we study quantum rings in a space with a screw dislocation. This kind of space presents torsion. The confinement is modelled by a potential that describes different kinds of mesoscopic systems (quantum dots, antidots and quantum wires). We found some results showing the changes in the behaviour of properties as energy eigenvalues and magnetization.

Implementation of promotion and prevention activities in decentralized health systems: comparative case studies from Chile and Brazil

The policies for restructuring health systems in Latin America during the 1990s have included an emphasis on changing in the model of health care delivery to one that incorporates prevention and promotion activities. At the same time, health systems have been decentralized in their management, allowing room for greater variation in local interpretation and implementation of policy directives. Despite rhetoric and policy debate, there is no documentation or evaluation of actual experiences of prevention and promotion within decentralized health systems in Latin America. This paper explores the ways in which the national structure of a health system influences the implementation of activities for prevention and promotion through a comparison of the experiences in four local health systems in each of Brazil and Chile. These experiences in Brazil and Chile are presented by key themes of national health system structure, local health system structure, partnership and intersectorality, human resources and introducing a family health approach. Five clear factors emerge as operating at the national level that influence prevention and promotion activities in local health systems: vertical (Chile) versus horizontal (Brazil) structure of health system; greater awareness of prevention and promotion issues in Chile; greater urban bias in Chile compared with Brazil; strategies to attract human resources to primary care and rural areas; importance of local capacity building especially in rural areas. This account of case study experiences in Brazil and Chile provides a series of examples of arrangements and strategies that can facilitate implementation and usefully highlights a number of issues that policy-makers and health system managers need explicitly to consider. As such, the paper hopes to provoke debate about the structures and strategies for supporting the implementation of prevention and promotion programmes in Latin America and further health systems research in this field.

鉄筋コンクリート造有開口壁の耐震設計法

Shear walls with an opening have been designed according to the AI J standard for structural calculation of reinforced concrete structures using allowable stresses of materials. On the other hand, some effective reinforcement details have been developed by current research works, the purpose of which was to develop a new and rational design method. This paper reports the outline of the earthquake resistant design of shear walls with an opening according to the design method on ultimate capacity, and the experimental data. The examples of arrangement of shear reinforcement and peripheral reinforcement around the opening are also shown.

On the algebra associated with a geometric lattice

Let L be a geometric lattice. Following P. Orlik and L. Solomon, Combinatorics and topology of complements of hyperplanes, Invent. math. 56 (1980), 167–189, we associate with L a graded commutative algebra A( L). In this paper we introduce a new invariant ψ of the algebra A( L) which suffices to distinguish algebras for which all other known invariants coincide. This result is applied to the study of arrangements of complex hyperplanes, with L being the intersection lattice. In this case A( L) is isomorphic to the cohomology algebra of the associated hyperplane complement. The goal is to find examples of arrangements with non-isomorphic lattices but homotopy equivalent complements. The invariant introduced here effectively narrows the list of candidates. Nevertheless, we exhibit combinatorially inequivalent arrangements for which all known invariants, including ψ, coincide.

Multivariate arrangement increasing functions with applications in probability and statistics

A real valued function of s vector arguments in R n is said to be arrangement increasing if the function increases in value as the components of the vector arguments become more similarly arranged. Various examples of arrangement increasing functions are given including many joint multivariate densities, measures of concordance between judges and the permanent of a matrix with nonnegative components. Preservation properties of the class of arrangement increasing functions are examined, and applications are given including useful probabilistic inequalities for linear combinations of exchangeable random vectors.

Current drive and helicity injection

Magnetic configurations with currents parallel to the magnetic field need means for current drive. The concepts of transport of helicity are found useful for considering methods for current drive. The paper describes a formalism for considering transport of helicity, methods of injection of helicity, and specific examples of arrangements for current drive.