Analysis of solutions dedicated to non-conformity prevention

Research financed from the NCN research project no. UMO-2012/05 / B / HS4 / 04139.Purpose: The purpose of the work is to analyze the use of solutions aimed at preventing incompatibilities and assess the effectiveness of these solutions to minimize the risk associated with the quality of manufactured products. The analysis presented in the work is based on the Poka-Yoke error prevention concept used in the selected enterprise. The paper presents the state of the company before and after the introduction of Poka-Yoke method. Approach/Methodology/Design: The research methods used in the paper were the analysis of company data, analysis of literature states, as well as methods using the Poka-Yoke concept. The company was surveyed in 2017/2018 during the system implementation. Findings: The results on the control card for nonconforming units of type "p" were also presented, where the analysis showed that the introduction of the Poka-Yoke system to the company reduced the number of nonconformities by 6.69%. Practical Implications: Implementation of the Poka-Yoke system will allow enterprises to create conditions in which an error cannot happen, or will be immediately visible. The result of such an action may be distracting operators from repetitive operations, reducing the number of deficiencies and induce immediate action when a problem occurs. Originality/Value: Showing how the use of the Poka-Yoke system affects the prevention of inadvertent error in enterprises, by determining the differences between the state of the enterprise before and after the introduction of the Poka-Yoke system, there is an opportunity to improve the economy and contribute to the social and economic sphere.peer-reviewe

Supervisory control and data acquisition system as a means of safety at work formation in a manufacturing company

Purpose: The aim of the paper is to present an application of the Supervisory Control and Data Acquisition system (SCADA) in the shaping of occupational safety by raising workers’ awareness concerning importance of maintaining high personal safety standards in a manufacturing company. Approach/Methodology/Design: Shaping work safety covers all activities that increase employee awareness concerning compliance with safety regulations and work practices with particular respect to the rules of conduct in specific situations. This article presents the use of the SCADA system in shaping of the workplace safety. It also underlines its influence on raising employee awareness of the importance of complying with health and safety regulations. Findings: It can be stated that the safety days screen meets the company’s expectations. Moreover, it can be a valuable support in shaping workplace safety and raising employee awareness of safe work. The crucial thing is to carry out a detailed analysis and then choose such a solution that is adequate for the needs of a particular enterprise. Practical Implications: It is noted that the use of any solution that optimizes processes in the enterprise (including manufacturing processes) and the opportunities that IT tools provide, greatly contributes to the growth of safety. Providing safe working conditions by employers is usually closely linked to the organization's management strategy. Originality/Value: Currently we can observe the growing use of distributed control and visualization systems (SCADA systems) in the automation of industrial processes.peer-reviewe

Malliavin calculus for fractional heat equation

In this article, we give some existence and smoothness results for the law of the solution to a stochastic heat equation driven by a finite dimensional fractional Brownian motion with Hurst parameter $H>1/2$. Our results rely on recent tools of Young integration for convolutional integrals combined with stochastic analysis methods for the study of laws of random variables defined on a Wiener space.Comment: Dedicated to David Nualart on occasion of his 60th birthda

Legal geographies of irregular migration : An outlook on immigration detention

In this article, I discuss legal geographies of irregular migration, drawing on a case study on immigration detention in Finland. Based on analysis of detention records, four different types of legal geographies are identified, relating to south–north movement of third‐country nationals inside Europe, criminalised Eastern European EU citizens, irregularity during the asylum process (in particular, related to the Dublin Regulation) and irregularly residing foreign nationals, including deportable long‐term residents. The analysis focuses on the relations between space, law and persons during detainees' irregular migration trajectories, paying attention to their varying entry routes, residence times, legal grounds for removal and detention and removal countries. I argue for the need for empirically contextualised analysis that addresses the complex relations between law and geography beyond a particular national context, in order to better understand the dynamics of irregular migration in all its variety.In this article, I discuss legal geographies of irregular migration, drawing on a case study on immigration detention in Finland. Based on analysis of detention records, four different types of legal geographies are identified, relating to south–north movement of third‐country nationals inside Europe, criminalised Eastern European EU citizens, irregularity during the asylum process (in particular, related to the Dublin Regulation) and irregularly residing foreign nationals, including deportable long‐term residents. The analysis focuses on the relations between space, law and persons during detainees' irregular migration trajectories, paying attention to their varying entry routes, residence times, legal grounds for removal and detention and removal countries. I argue for the need for empirically contextualised analysis that addresses the complex relations between law and geography beyond a particular national context, in order to better understand the dynamics of irregular migration in all its variety.Peer reviewe

Reduced basal ganglia μ-opioid receptor availability in trigeminal neuropathic pain: A pilot study

Abstract Background Although neuroimaging techniques have provided insights into the function of brain regions involved in Trigeminal Neuropathic Pain (TNP) in humans, there is little understanding of the molecular mechanisms affected during the course of this disorder. Understanding these processes is crucial to determine the systems involved in the development and persistence of TNP. Findings In this study, we examined the regional μ-opioid receptor (μOR) availability in vivo (non-displaceable binding potential BPND) of TNP patients with positron emission tomography (PET) using the μOR selective radioligand [11C]carfentanil. Four TNP patients and eight gender and age-matched healthy controls were examined with PET. Patients with TNP showed reduced μOR BPND in the left nucleus accumbens (NAc), an area known to be involved in pain modulation and reward/aversive behaviors. In addition, the μOR BPND in the NAc was negatively correlated with the McGill sensory and total pain ratings in the TNP patients. Conclusions Our findings give preliminary evidence that the clinical pain in TNP patients can be related to alterations in the endogenous μ-opioid system, rather than only to the peripheral pathology. The decreased availability of μORs found in TNP patients, and its inverse relationship to clinical pain levels, provide insights into the central mechanisms related to this condition. The results also expand our understanding about the impact of chronic pain on the limbic system.http://deepblue.lib.umich.edu/bitstream/2027.42/112555/1/12990_2012_Article_533.pd

Stochastic evolution equations driven by Liouville fractional Brownian motion

Let H be a Hilbert space and E a Banach space. We set up a theory of stochastic integration of L(H,E)-valued functions with respect to H-cylindrical Liouville fractional Brownian motions (fBm) with arbitrary Hurst parameter in the interval (0,1). For Hurst parameters in (0,1/2) we show that a function F:(0,T)\to L(H,E) is stochastically integrable with respect to an H-cylindrical Liouville fBm if and only if it is stochastically integrable with respect to an H-cylindrical fBm with the same Hurst parameter. As an application we show that second-order parabolic SPDEs on bounded domains in \mathbb{R}^d, driven by space-time noise which is white in space and Liouville fractional in time with Hurst parameter in (d/4,1) admit mild solution which are H\"older continuous both and space.Comment: To appear in Czech. Math.

Homogenized dynamics of stochastic partial differential equations with dynamical boundary conditions

A microscopic heterogeneous system under random influence is considered. The randomness enters the system at physical boundary of small scale obstacles as well as at the interior of the physical medium. This system is modeled by a stochastic partial differential equation defined on a domain perforated with small holes (obstacles or heterogeneities), together with random dynamical boundary conditions on the boundaries of these small holes. A homogenized macroscopic model for this microscopic heterogeneous stochastic system is derived. This homogenized effective model is a new stochastic partial differential equation defined on a unified domain without small holes, with static boundary condition only. In fact, the random dynamical boundary conditions are homogenized out, but the impact of random forces on the small holes' boundaries is quantified as an extra stochastic term in the homogenized stochastic partial differential equation. Moreover, the validity of the homogenized model is justified by showing that the solutions of the microscopic model converge to those of the effective macroscopic model in probability distribution, as the size of small holes diminishes to zero.Comment: Communications in Mathematical Physics, to appear, 200

Controllability and Qualitative properties of the solutions to SPDEs driven by boundary L\'evy noise

Let $u$ be the solution to the following stochastic evolution equation (1) du(t,x)& = &A u(t,x) dt + B \sigma(u(t,x)) dL(t),\quad t>0; u(0,x) = x taking values in an Hilbert space \HH, where $L$ is a \RR valued L\'evy process, $A:H\to H$ an infinitesimal generator of a strongly continuous semigroup, \sigma:H\to \RR bounded from below and Lipschitz continuous, and B:\RR\to H a possible unbounded operator. A typical example of such an equation is a stochastic Partial differential equation with boundary L\'evy noise. Let \CP=(\CP_t)_{t\ge 0} %{\CP_t:0\le t<\infty}$the corresponding Markovian semigroup. We show that, if the system (2) du(t) = A u(t)\: dt + B v(t),\quad t>0 u(0) = x is approximate controllable in time$T>0$, then under some additional conditions on$B$and$A$, for any$x\in H$the probability measure$\CP_T^\star \delta_x$is positive on open sets of$H$. Secondly, as an application, we investigate under which condition on$\HH$and on the L\'evy process$L$and on the operator$A$and$B$ the solution of Equation [1] is asymptotically strong Feller, respective, has a unique invariant measure. We apply these results to the damped wave equation driven by L\'evy boundary noise

The effects of species ortholog and SNP variation on receptors for free fatty acids

Although it is widely assumed that species orthologs of hormone responsive G protein-coupled receptors will be activated by the same endogenously produced ligand(s), variation in potency, particularly in cases where more than one receptor responds to the same hormone, can result in challenges in defining the contribution of individual receptors in different species. This can create considerably greater issues when using synthetic chemical ligands and, in some cases, may result in a complete lack of efficacy of such a ligand when used in animal models of pathophysiology. In man, the concept that distinct responses of individuals to medicines may reflect differences in the ability of such drugs to bind to or activate single nucleotide polymorphism variants of receptors is more established as a concept but, in many cases, clear links between such variants that are associated with disease phenotypes and substantial differences in receptor ligand pharmacology have been more difficult to obtain. Herein, we consider each of these issues for the group of receptors, FFA1-FFA4, defined to be activated by free fatty acids of varying chain length which, based on their production by one tissue or location and action in distinct locations, have been suggested to possess characteristics of ‘hormones’