Johannes Kepler University of Linz

About: Johannes Kepler University of Linz is a education organization based out in Linz, Oberösterreich, Austria. It is known for research contribution in the topics: Computer science & Thin film. The organization has 6605 authors who have published 19243 publications receiving 385667 citations.

Construction and Deconstruction of Essence in Representating Social Groups: Identity Projects, Stereotyping, and Racism

Abstract: Projecting essence onto a social category means to think, talk, and act as if the category were a discrete natural kind and as if its members were all endowed with the same immutable attributes determined by the category's essence. Essentializing may happen implicitly or on purpose in representing ingroups and outgroups. We argue that essentializing is a versatile representational tool (a) that is used to create identity in groups with chosen membership in order to make the group appear as a unitary entity, (b) that outsiders often draw on a group's essentialist self-construal in their judgements about the groups, (c) that judgements about members of forced social categories are often informed by essentialist thinking that easily switches to discrimination and racism, and (d) that under certain historical and political conditions members of social categories and groups may contest their essentialized identity, such as parts of the feminist movement, or that they may attempt to reconstruct an essentialized identity, such as parts of the homosexual movement or the largely defunct European nobility. Besides explicit political and power interests, we see communication processes and language use as a tacit force driving essentialization of social categories.

Crouzeix-Raviart type finite elements on anisotropic meshes

Abstract: The paper deals with a non-conforming finite element method on a class of anisotropic meshes. The Crouzeix-Raviart element is used on triangles and tetrahedra. For rectangles and prismatic (pentahedral) elements a novel set of trial functions is proposed. Anisotropic local interpolation error estimates are derived for all these types of element and for functions from classical and weighted Sobolev spaces. The consistency error is estimated for a general differential equation under weak regularity assumptions. As a particular application, an example is investigated where anisotropic finite element meshes are appropriate, namely the Poisson problem in domains with edges. A numerical test is described.

Shadow Economy: Estimation Methods, Problems, Results and Open questions

Abstract: This paper presents various methods used for estimating the size of the shadow economy. Each method is evaluated and its strengths and weaknesses are discussed, as well as results each method yields. The purpose of the paper is threefold: Firstly, to demonstrate that there is no single infallible method for estimating the size and development of the shadow economy and results can differ significantly between different approaches. The MIMIC approach, discussed in greater detail, is often used due to its flexibility. Secondly, the paper discusses the very definition of the shadow economy and factors contributing to its growth. Finally, latest estimations of the size of the shadow economies of 143 countries over the period 1996 to 2014 are presented.

Applying relay attacks to Google Wallet

Abstract: The recent emergence of Near Field Communication (NFC) enabled smart phones resulted in an increasing interest in NFC security. Several new attack scenarios, using NFC devices either as attack platform or as device under attack, have been discovered. One of them is the software-based relay attack. In this paper we evaluate the feasibility of the software-based relay attack in an existing mobile contactless payment system. We give an in-depth analysis of Google Wallet's credit card payment functionality. We describe our prototypical relay system that we used to successfully mount the software-based relay attack on Google Wallet. We discuss the practicability and threat potential of the attack and provide several possible workarounds. Finally, we analyze Google's approach to solving the issue of software-based relay attacks in their recent releases of Google Wallet.