projective Ricci curvature. Then we characterize isotropic projective Ricci curvature of Randers METRICS. we also show that Randers METRICS are PRic-reversible if and only if they are PRic-quadratic.

In this research, we study the Persian meters in the framework of iterative theory. Iterative theory is a theory in generative METRICS, proposed by Fabb and Halle (2008). This research aims to specify metrical grids of Persian meters, and to categorize metra, based on subsequent metrical grids and specifying maxima. We studied 30 of the Persian's most frequent meters. metrical units, feet, metra and maxima were among the categories studied in each meter. The final results indicated that there are two different rules for specifying metrical grids of Persian meters. In addition to specifying metrical grids, these rules specify strict and loose meters. Moreover, application of these rules leads to the categorization of meters into four main categories of complete metron, initial- broken metron, final- broken metron and bilateral- broken metron. Application of these rules and metrical grids provided a new approach to the scansion of meters into their metra.

Background and Aim: If logistics wants to be agile; That is, to respond quickly to environmental changes, will increase the satisfaction of productivity and agile support in organizations, and since the components of agility in different organizations are different, the purpose of this article is to identify the criteria of agility and agility. He was a supporter of the police. Method: The present study is descriptive and survey in terms of methodology. The statistical population in this study is experts specializing in various fields of readiness and support of the logistics department in police. The statistical sample of the research includes 15 experts in various fields of readiness and support. The data collection tool in this study is a pairwise comparison questionnaire. The present study was performed using fuzzy hierarchical analysis. The software used was also Choice Expert. Findings: The results showed that the factors of agility and support of police were: information technology, virtual partnership and cooperation, continuous improvement, formation of knowledge-based organization and agile workforce, as well as identified criteria including: improving accountability, readiness to face with changes, reduce the level of regulation, facilitate the transfer of knowledge and speed up processes. Results: In order to increase the agility of logistics of police, it is necessary to provide IT infrastructure and knowledge of the readiness and support system by those involved. The ranking results showed that agile workforce with weight (0. 5465), partnership and virtual cooperation with weight (0. 2122), information technology with weight (0. 1231), formation of knowledge-based organization with weight (0. 1091) 0) and continuous improvement with weight (0. 1021) were ranked first to fifth.

In this paper, we focus on a class of Finsler METRICS which are called general (, ,, )-METRICS: ,= p aij(x)yiyj is a Riemannian metric and ,= bi(x)yi is a 1-form. We examine the METRICS as weakly isotropic S-curvature.

BACKGROUND: Iran has witnessed a substantial demographic and health transition, especially during the past 2 decades, which necessitates updated evidence-based policies at national and indeed at subnational scale. The National and Subnational Burden of Diseases, Injuries, and Risk Factors (NASBOD) Study aims to provide the required evidence based on updated data sources available in Iran and novel methods partly adopted from Global Burden of Disease 2010. OBJECTIVE: This paper aims at explaining the motives behind the study, the design, the definitions, the METRICS, and the challenges due to limitations in data availability.METHODS: All available published and unpublished data sources will be used for estimating the burden of 291 diseases and 67 risk factors from 1990 to 2013 at national and subnational scale. Published data will be extracted through systematic review. Existing population-based data sources include: registries (death and cancer), Demographic and Health Surveys, National Health Surveys, and other population-based surveys such as Non_Communicable Diseases Surveillance Surveys. Covariates will be extracted from censuses and household expenditure surveys. Hospital records and outpatient data will be actively collected as two distinct projects. Due to lack of data points by year and province, statistical methods will be used to impute the lacking data points based on determined covariates. Two main models will be used for data imputation: Bayesian Autoregressive Multi-level models and Spatio-Temporal regression models. The results from all available models will be used in an Ensemble Model to obtain the final estimates. Five METRICS will be used for estimating the burden: prevalence, death, Years of Life Lost due to premature death (YLL), Years of Life Lost due to Disability (YLD), and Disability-Adjusted Life Years Lost (DALY). Burden attributable to risk factors will be estimated through comparative risk assessment based on Population Attributable Fraction (PAF). Uncertainty Intervals (UIs) will be calculated and reported for all aforementioned METRICS. RESULTS: We will estimate trends in terms of prevalence, deaths, YLLs, YLDs, and DALYs for Diseases, Injuries, and Risk Factors province from 1990 to 2013. CONCLUSION: Results of the present study will have implications for policy making as they address health gaps in Iranian population and their inequality between provinces.

In this paper, we study Finsler warped product metric recently introduced by P. Marcal and Z. Shen and , nd characteristics di, erential equations for this metric to have vanishing E-curvature. We also prove that if this warped product Finsler metric is projectively at, then it becomes a Riemannian metric.

The classical Yamabe problem in Riemannian geometry states that every conformal class contains a metric with constant scalar curvature. In Finsler geometry, the C-convexity is needed in general. In this paper, we study the strong C-convexity of Randers METRICS, and provide a result on the Yamabe problem for the METRICS of Randers type.