Preference Frameworks — A Unifying Perspective on Separability and Strong Equivalence Wolfgang Faber University of Calabria [email protected] Mirosław Truszczyński University of Kentucky [email protected] Stefan Woltran Vienna University of Technology [email protected]

We study convergence and asymptotic zero distribution of sequences of rational functions with xed location of poles that approximate an analytic function in a multiply connected domain Although the study of zero distributions of polynomials has a long history analogous results for truncations of Laurent series have been obtained only recently by A Edrei We obtain extensions of Edrei s results f...

Learning and memory are crucial for establishing and storing predictive relationships between stimuli, which can serve as the basis for adaptive behavior. As a prerequisite, learning should lead to structural and functional changes in the brain, which may occur at primary sensory centers as well as at central and efferent brain structures1–6. Recordings of single central neurons in vertebrates ...

This chapter examines the multidimensional representation of specialized concepts and concept systems within the context of new theories of simulated cognition and culture-bound terminology. According to the premises of Framebased Terminology (Faber et al. 2005; Faber et al. 2006; Faber et al. 2007), conceptualization is regarded as a dynamic process that is modulated by human perception. In ad...

Previous papers have dealt with questions concerning granulocyte-reactive antinuclear factors (ANF) occurring in rheumatoid arthritis and some other disorders (Faber, Elling, Norup, Mansa, and Nissen, 1964; Faber and Elling, 1966; Elling, 1967; Elling and Graudal, 1968; Elling, Graudal, and Faber, 1967). In this report data are presented concerning the occurrence and nuclear specificity of ANF ...

Review of: Sweet Dreams: The Story of the New Romantics , Dylan Jones (2020) London: Faber & Faber, 680 pp., ISBN 978-0-57135-343-9, h/bk, £20

Two polynomial expansions of the time-evolution superoperator to directly integrate Markovian Liouville-von Neumann (LvN) equations for quantum open systems, namely the Newton interpolation and the Faber approximation, are presented and critically compared. Details on the numerical implementation including error control, and on the performance of either method are given. In a rst physical appli...