Bestimmungsfaktoren und Wirkungen von Mitarbeiterzufriedenheit : eine empirische Studie am Beispiel des Automobilhandels

Die Ergebnisse zahlreicher empirischer Studien belegen einen positiven Zusammenhang zwischen der Mitarbeiterzufriedenheit und wünschenswerten Variablen organisationalen Verhaltens. Die Mitarbeiterzufriedenheitsforschung leistet einen zentralen Beitrag zur Erklärung und Optimierung von Unternehmenseffizienz und -effektivität. Die Forschungsbemühungen sind jedoch durch eine starke Heterogenität bei der Untersuchung von Determinanten und Konsequenzen des Mitarbeiterzufriedenheitskonstruktes gekennzeichnet. Ferner enthalten die im allgemeinen branchenspezifischen Forschungsarbeiten zumeist nur eine geringe Anzahl isolierter Zielvariablen. Obgleich die Kenntnis der Kausalitäten der Mitarbeiterzufriedenheit speziell für die|Handelsorganisationen in der Automobilindustrie aufgrund sich verändernder rechtlicher Rahmenbedingungen von hoher Bedeutung ist, existiert bis dato keine Untersuchung, welche das Erkenntnisinteresse auf diese Branche fokussiert. Das Ziel der vorliegenden Studie liegt daher in der Identifizierung der Bestimmungsfaktoren und Konsequenzen von Mitarbeiterzufriedenheit für den Automobilhandel. Hierzu werden Zusammenhangsvermutungen zu der dem Mitarbeiterzufriedenheitskonstrukt umgebenden komplexen Dependenzstruktur theoretisch hergeleitet und|mittels eines linearen Strukturgleichungsmodells überprüft. Anhand der Ergebnisse der Untersuchung lassen sich organisationales Vertrauen sowie Unternehmensimage als einflussreiche Determinanten und organisationale Bindung sowie Mitarbeitermotivation als Konsequenz von|Mitarbeiterzufriedenheit identifizieren und damit die hervorragende Bedeutung des Konstruktes zur Steigerung des Unternehmenserfolges bestätigen. Managementimplikationen bieten Vertretern der Unternehmenspraxis zahlreiche konkrete Ansätze zum Aufbau und zur Optimierung der Zufriedenheit ihrer Mitarbeiter

Quantum rejection sampling

Rejection sampling is a well-known method to sample from a target distribution, given the ability to sample from a given distribution. The method has been first formalized by von Neumann (1951) and has many applications in classical computing. We define a quantum analogue of rejection sampling: given a black box producing a coherent superposition of (possibly unknown) quantum states with some amplitudes, the problem is to prepare a coherent superposition of the same states, albeit with different target amplitudes. The main result of this paper is a tight characterization of the query complexity of this quantum state generation problem. We exhibit an algorithm, which we call quantum rejection sampling, and analyze its cost using semidefinite programming. Our proof of a matching lower bound is based on the automorphism principle which allows to symmetrize any algorithm over the automorphism group of the problem. Our main technical innovation is an extension of the automorphism principle to continuous groups that arise for quantum state generation problems where the oracle encodes unknown quantum states, instead of just classical data. Furthermore, we illustrate how quantum rejection sampling may be used as a primitive in designing quantum algorithms, by providing three different applications. We first show that it was implicitly used in the quantum algorithm for linear systems of equations by Harrow, Hassidim and Lloyd. Secondly, we show that it can be used to speed up the main step in the quantum Metropolis sampling algorithm by Temme et al.. Finally, we derive a new quantum algorithm for the hidden shift problem of an arbitrary Boolean function and relate its query complexity to "water-filling" of the Fourier spectrum.Comment: 19 pages, 5 figures, minor changes and a more compact style (to appear in proceedings of ITCS 2012

Effective zero-thickness model for a conductive membrane driven by an electric field

The behavior of a conductive membrane in a static (DC) electric field is investigated theoretically. An effective zero-thickness model is constructed based on a Robin-type boundary condition for the electric potential at the membrane, originally developed for electrochemical systems. Within such a framework, corrections to the elastic moduli of the membrane are obtained, which arise from charge accumulation in the Debye layers due to capacitive effects and electric currents through the membrane and can lead to an undulation instability of the membrane. The fluid flow surrounding the membrane is also calculated, which clarifies issues regarding these flows sharing many similarities with flows produced by induced charge electro-osmosis (ICEO). Non-equilibrium steady states of the membrane and of the fluid can be effectively described by this method. It is both simpler, due to the zero thickness approximation which is widely used in the literature on fluid membranes, and more general than previous approaches. The predictions of this model are compared to recent experiments on supported membranes in an electric field.Comment: 14 pages, 5 figure

Quantum Games

In these lecture notes we investigate the implications of the identification of strategies with quantum operations in game theory beyond the results presented in [J. Eisert, M. Wilkens, and M. Lewenstein, Phys. Rev. Lett. 83, 3077 (1999)]. After introducing a general framework, we study quantum games with a classical analogue in order to flesh out the peculiarities of game theoretical settings in the quantum domain. Special emphasis is given to a detailed investigation of different sets of quantum strategies.Comment: 13 pages (LaTeX), 3 figure

Differences in 53BP1 and BRCA1 regulation between cycling and non-cycling cells

BRCA1 and 53BP1 play decisive roles in the choice of DNA double-strand break repair mechanisms. BRCA1 promotes DNA end resection and homologous recombination (HR) during S/G(2) phases of the cell cycle, while 53BP1 inhibits end resection and facilitates non-homologous end-joining (NHEJ), primarily during G(1). This competitive relationship is critical for genome integrity during cell division. However, their relationship in the many cells in our body that are not cycling is unknown. We discovered profound differences in 53BP1 and BRCA1 regulation between cycling and non-cycling cells. Cellular growth arrest results in transcriptional downregulation of BRCA1 and activation of cathepsin-L (CTSL)-mediated degradation of 53BP1. Accordingly, growth-arrested cells do not form BRCA1 or 53BP1 ionizing radiation-induced foci (IRIF). Interestingly, cell cycle re-entry reverts this scenario, with upregulation of BRCA1, downregulation of CTSL, stabilization of 53BP1, and 53BP1 IRIF formation throughout the cycle, indicating that BRCA1 and 53BP1 are important in replicating cells and dispensable in non-cycling cells. We show that CTSL-mediated degradation of 53BP1, previously associated with aggressive breast cancers, is an endogenous mechanism of non-cycling cells to balance NHEJ (53BP1) and HR (BRCA1). Breast cancer cells exploit this mechanism to ensure genome stability and viability, providing an opportunity for targeted therapy

Quantum Games and Quantum Strategies

We investigate the quantization of non-zero sum games. For the particular case of the Prisoners' Dilemma we show that this game ceases to pose a dilemma if quantum strategies are allowed for. We also construct a particular quantum strategy which always gives reward if played against any classical strategy.Comment: 4 pages, 4 figures, typographic sign error in the definition of the operator J correcte

Shift-Symmetric Configurations in Two-Dimensional Cellular Automata: Irreversibility, Insolvability, and Enumeration

The search for symmetry as an unusual yet profoundly appealing phenomenon, and the origin of regular, repeating configuration patterns have long been a central focus of complexity science and physics. To better grasp and understand symmetry of configurations in decentralized toroidal architectures, we employ group-theoretic methods, which allow us to identify and enumerate these inputs, and argue about irreversible system behaviors with undesired effects on many computational problems. The concept of so-called configuration shift-symmetry is applied to two-dimensional cellular automata as an ideal model of computation. Regardless of the transition function, the results show the universal insolvability of crucial distributed tasks, such as leader election, pattern recognition, hashing, and encryption. By using compact enumeration formulas and bounding the number of shift-symmetric configurations for a given lattice size, we efficiently calculate the probability of a configuration being shift-symmetric for a uniform or density-uniform distribution. Further, we devise an algorithm detecting the presence of shift-symmetry in a configuration. Given the resource constraints, the enumeration and probability formulas can directly help to lower the minimal expected error and provide recommendations for system's size and initialization. Besides cellular automata, the shift-symmetry analysis can be used to study the non-linear behavior in various synchronous rule-based systems that include inference engines, Boolean networks, neural networks, and systolic arrays.Comment: 22 pages, 9 figures, 2 appendice

Causal impact analysis for app releases in google play

App developers would like to understand the impact of their own and their competitors' software releases. To address this we introduce Causal Impact Release Analysis for app stores, and our tool, CIRA, that implements this analysis. We mined 38,858 popular Google Play apps, over a period of 12 months. For these apps, we identified 26,339 releases for which there was adequate prior and posterior time series data to facilitate causal impact analysis. We found that 33% of these releases caused a statistically significant change in user ratings. We use our approach to reveal important characteristics that distinguish causal significance in Google Play. To explore the actionability of causal impact analysis, we elicited the opinions of app developers: 56 companies responded, 78% concurred with the causal assessment, of which 33% claimed that their company would consider changing its app release strategy as a result of our findings

Analysis of the giant genomes of Fritillaria (Liliaceae) indicates that a lack of DNA removal characterizes extreme expansions in genome size.

This is an open access article under the terms of the Creative Commons Attribution License, which permits use, distribution and reproduction in any medium, provided the original work is properly cited.Plants exhibit an extraordinary range of genome sizes, varying by > 2000-fold between the smallest and largest recorded values. In the absence of polyploidy, changes in the amount of repetitive DNA (transposable elements and tandem repeats) are primarily responsible for genome size differences between species. However, there is ongoing debate regarding the relative importance of amplification of repetitive DNA versus its deletion in governing genome size. Using data from 454 sequencing, we analysed the most repetitive fraction of some of the largest known genomes for diploid plant species, from members of Fritillaria. We revealed that genomic expansion has not resulted from the recent massive amplification of just a handful of repeat families, as shown in species with smaller genomes. Instead, the bulk of these immense genomes is composed of highly heterogeneous, relatively low-abundance repeat-derived DNA, supporting a scenario where amplified repeats continually accumulate due to infrequent DNA removal. Our results indicate that a lack of deletion and low turnover of repetitive DNA are major contributors to the evolution of extremely large genomes and show that their size cannot simply be accounted for by the activity of a small number of high-abundance repeat families.Thiswork was supported by the Natural Environment ResearchCouncil (grant no. NE/G017 24/1), the Czech Science Fou nda-tion (grant no. P501/12/G090), the AVCR (grant no.RVO:60077344) and a Beatriu de Pinos postdoctoral fellowshipto J.P. (grant no. 2011-A-00292; Catalan Government-E.U. 7thF.P.)