ENBIS: European Network for Business and Industrial Statistics
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ENBIS-18 in Nancy
2 – 25 September 2018; Ecoles des Mines, Nancy (France) Abstract submission: 20 December 2017 – 4 June 2018The following abstracts have been accepted for this event:
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Exploratory Study on a Statistical Method to Analyse Time Resolved Data Obtained during Nanomaterial Exposure Measurements
Authors: Frédéric Clerc (INRS - assurance maladie), Olivier Witschger (INRS - assurance maladie)
Primary area of focus / application: Metrology & measurement systems analysis
Secondary area of focus / application: Modelling
Keywords: Bayesian network, Probabilistic modelling, Nano materials, Exposure assessment
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Robustness of Agreement in Ordinal Classifications
Authors: Amalia Vanacore (University of Naples Federico II), Maria Sole Pellegrino (University of Naples Federico II)
Primary area of focus / application: Metrology & measurement systems analysis
Secondary area of focus / application: Quality
Keywords: Agreement, Robustness, Prevalence, Bias
Submitted at 4-Jun-2018 10:34 by Amalia Vanacore
Accepted
This paper presents the results of a Monte Carlo simulation study aimed at investigating the robustness of four kappa-type indices (viz. Gwet’s AC2 and the weighted variants of Scott’s Pi, Cohen’s Kappa and Brennan-Prediger coefficients) taking into consideration the case of two series of ratings provided by the same rater (intra-rater agreement) or by two raters (inter-rater agreement). The robustness of the reviewed indices to changes in the frequency distribution of ratings across categories and in the agreement distribution between the two series of ratings has been analyzed across several simulation scenarios built by varying the sample size (i.e. number of rated items), the dimension of the rating scale, the frequency and agreement distributions between the series of ratings.
Simulation results suggest that the level of agreement is sensitive to the distribution of items across the rating categories and to the dimension of rating scale but it is not influenced by the sample size. Among the reviewed indices, the Brennan–Prediger coefficient and Gwet’s AC2 are less sensitive to variation in the distribution of items across the categories for a fixed agreement distribution. -
Determining Baseline Profile by Diffusion Maps
Authors: Francisco Moura Neto (Rio de Janeiro State University), Pedro Souza (Instituto de Matemática Pura e Aplicada), Maysa S. de Magalhães (Instituto Brasileiro de Geografia e Estatística)
Primary area of focus / application: Process
Secondary area of focus / application: Quality
Keywords: Quality control, Statistical Process Control, Diffusion maps, Phase I, Nonlinear profile
Submitted at 4-Jun-2018 15:54 by Francisco Moura Neto
Accepted
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Use of Mechanistic Models for in Silico Trials
Authors: Mélanie Prague (Univ Bordeaux, Inria/Inserm, Vaccine Research institute), Chloé Pasin (Univ Bordeaux Inria/Inserm), Rodolphe Thiébaut (Univ Bordeaux, Inria/Inserm, Vaccine Research institute)
Primary area of focus / application: Modelling
Secondary area of focus / application: Design and analysis of experiments
Keywords: Modeling, Mechanistic and dynamical models, Computer-based simulations, In silico trials, Non-linear mixed-effects
Submitted at 4-Jun-2018 16:15 by Mélanie PRAGUE
Accepted
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Statistical Change Detection: Application to Global Navigation Satellite Systems
Authors: Daniel Egea-Roca (Universitat Autònoma de Barcelona (UAB)), Gonzalo Seco-Granados (Universitat Autònoma de Barcelona (UAB)), José A. López-Salcedo (Universitat Autònoma de Barcelona (UAB))
Primary area of focus / application: Other: Sequential Analysis
Secondary area of focus / application: Other: Sequential Analysis
Keywords: Statistical change detection, Quickest change detection, Transient change detection, Sequential detection, Stopping time, Signal quality monitoring, GNSS
QCD is particularly of interest for applications in which the statistical change will remain forever once it appears. This is the case for instance when analysing the quality of the product of an industrial process. In this case, when the process is miss-behaving, the quality of the product will be degraded as long as the problem is not solved. QCD has been extensively studied and applied into a wide range of applications since the 1950s. The goal of QCD is to detect the statistical change as soon as possible. The optimality criterion is to minimize the detection delay.
In contrast, TCD deals with the detection of changes with a finite duration. So, the goal in this case is to minimize the probability of detecting the change within a given period of time. For instance, in safety-critical applications we would like to detect any issue of the system before the end-user gets hurt. This may be the case of autonomous navigation when the navigation system fails. If we do not detect the failure within a short period of time the safety of the end-user might be in danger. Unfortunately, the related literature for the fundamentals of TCD is scarce because it is a field still under development. Nevertheless, in the last years some contributions have appeared shedding some light on the optimal solution for the TCD problem. This has raised interest of many fields to consider the framework of TCD. This is the case for instance of navigation, drinking water quality or cyber attacks monitoring.
Another sector that can benefit from the advances on SCD is the global navigation satellite systems (GNSSs). GNSSs are becoming an essential tool for many critical sectors in our modern society like transportation, communications or timing for power grid control or bank transactions. Indeed, as reported by the 2015 GSA market report, by 2020 GNSS will provide revenues of nearly 50 billions of Euro worldwide. As a matter of fact, the disruption or miss-behaviour of GNSS services can have a high economic impact and cause a major setback worldwide. For this reason, it is of paramount importance to promptly detect any possible anomaly or misleading behaviour that could be endangering the received GNSS signal.
Based on the above considerations, the goal of our presentation is to show the audience an overview of the detection theory with special emphasis on SCD. To see the practical application of the theoretical concepts of SCD we show its application to the GNSS field. The idea is to show the audience how to apply SCD to a particular detection problem so that they can get an idea of how to apply SCD to other problems. -
Using the Agricultural Land Quality Matrix to Survey and Improve the Agricultural Land in Romania
Authors: Belloiu Radu-Florian (Geoagri Cadastru), Iorga Danut (Geoagri Cadastru), Scarlat Cezar (University “Politehnica” of Bucharest)
Primary area of focus / application: Six Sigma
Keywords: Precision agriculture, Six Sigma, Linear regression, Logistic regression, NDVI, NDWI, Quality matrix
Submitted at 4-Jun-2018 17:37 by Radu-Florian Belloiu
Accepted
Design/ Methodology - The current paper analyses a direct satellite survey on a region from Romania, Braila county, using multispectral images. The images are interpreted calculating NDVI (normalized difference vegetation index) and NDWI (normalized difference water index). Following the indexes mapping using QGIS (Open Source Geographic Information System), the authors adapted Six Sigma methodology in order to develop an Agricultural Land Quality Matrix. In the analyze step (DMAIC method) the main tools were linear regression and logistic regression.
Findings – An Agricultural Land Quality Matrix was defined to survey the correlation between factors and results in order to improve and survey the evolution of the agricultural land. Also, based on research the authors took into consideration the opportunity to design an IT online platform in order to facilitate communication among stakeholders.
Research implications - Continuous improvement methods and a structured approach of precision agriculture through the Agricultural Land Quality Matrix is a premier in Romania. Moreover, the results could pave the road to develop a national approach in order to allocate resources more efficient by governmental entities and also by farmers.