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Exploration and inspiration: An altruistic approach to material and trend in furniture is an explorative project in trends and single-material furniture. Through research of material strengths, weaknesses and suitable uses of aluminium, the project aims to shed understanding of a, for me, new material. That is, to add a new material to my material “vocabulary”. Alongside the material aspect, the p

Technological innovation has been a crucial driver of economic growth, leading to significant improvements in our quality of life. However, the rise of dual-use technologies—those with both beneficial and harmful potential—poses increasing risks. This paper examines what the impact of government policies designed to mitigate these risks is on innovation, focusing on Denmark’s 2008 Biosecurity Law

A Swedish approach to the prevention of type 1 diabetes Pediatric Diabetes 2016: 17(Suppl. 22): 73–77 doi: 10.1111/pedi.12325 All rights reserved © 2016 John Wiley & Sons A/S. Published by John Wiley & Sons Ltd. Pediatric Diabetes Review Article A Swedish approach to the prevention of type 1 diabetes Elding Larsson H. A Swedish approach to the prevention of type 1 diabetes. Pediatric Diabetes 2016

https://www.teddy.lu.se/sites/teddy.lu.se/files/2021-11/60%2011042016_679_60_REVIEW_Larsson_PedDiab_2016.pdf - 2026-05-11

Proof logging has long been the established method to certify correctness of Boolean satisfiability (SAT) solvers, but has only recently been introduced for SAT-based optimization (MaxSAT). The focus of this paper is solution-improving search (SIS), in which a SAT solver is iteratively queried for increasingly better solutions until an optimal one is found. A challenging aspect of modern SIS solve

Here, we present new models to fit small angle X-ray scattering (SAXS) data for the characterization of ion tracks in polymers. Ion tracks in polyethylene terephthalate (PET), polycarbonate (PC), polyimide (PI) and polymethyl methacrylate (PMMA) were created by swift heavy ion irradiation using 197Au and 238U with energies between 185 MeV and 2.0 GeV. Transmission SAXS measurements were performed

Variation in mutation rates at sites in proteins can largely be understood by the constraint that proteins must fold into stable structures. Models that calculate site-specific rates based on protein structure and a thermodynamic stability model have shown a significant but modest ability to predict empirical site-specific rates calculated from sequence. Models that use detailed atomistic models o

In the present paper we consider the problem of attitude synchronization for a system of rigid body agents. We provide distributed kinematic control laws for two different synchronization problems. In the two problems the objective is the same, i.e., to synchronize the orientations of the agents, but what is assumed to be measurable by the agents differs. In problem 1 the agents measure their own

Characteristic modes of arbitrary 2-D periodic systems are analyzed using scattering parameter data. This approach bypasses the need for periodic integral equations and allows for characteristic modes to be computed from generic simulation or measurement data. Example calculations demonstrate the efficacy of the method through comparison against a periodic method of moments (MoM) formulation for a

Denna kandidatuppsats undersöker ”avförtrollning som upplysningens program” utifrån Max Horkheimer och Theodor W. Adornos tes (1944), med fokus på hur detta kommer till uttryck i den ångermanländske prästen Jöns Hornæus Sannfärdig berättelse (1740/1771). Genom en kvalitativ diskursanalys, kompletterad med en enklare kvantitativ kartläggning, analyseras Hornæus framställningar av övernaturliga väse

When it comes to random walk on the integers Z, the arguably first step of generalization beyond simple random walk is the class of one-sidedly continuous random walk, where the stepsize in only one direction is bounded by 1. Moreover, the time until state 0 is hit by left-continuous random walk on Z started at 1 has a direct connection to the total progeny in branching processes. In the analysis

The paper deals with the notion of stability for thermo-elastoplastic materials undergoing large strains. The stability analysis is performed by using the perturbation approach applied to a comprehensive material model derived in a thermodynamic format. As the main contribution of this paper a stability condition for a material model incorporating geometrical and material non-linearities under ful

Electrostatic forces are important for protein folding and are favored targets of protein engineering. However, interactions between charged residues are difficult to study because of the complex network of interactions found in most proteins. We have designed a purposely simple system to investigate this problem by systematically introducing individual and pairs of charged and titratable residues

A large-scale purification method was developed for producing paclitaxel, to guarantee high purity and yield from plant cell cultures. The complete method for mass production was a simple and efficient procedure, for the isolation and purification of paclitaxel from the biomass of Taxus chinensis, consisting of solvent extraction, synthetic adsorbent treatment, and two steps of precipitation, foll

We propose a simple architecture for implementing supervised neural network models optically with photorefractive technology. The architecture is very versatile: a wide range of supervised learning algorithms can be implemented including mean-field-theory, backpropagation, and Kanerva-style networks. Our architecture is based on a single crystal with spatial multiplexing rather than the more commo

High-pressure homogenizers are prone to cavitation, which causes wear and influences breakup efficiency. However, the inception point, as well as the extent and intensity, depends on geometry, operation, and fluid properties. While several methods have been previously suggested to characterize cavitation in homogenizer valves (including ultrasonic methods), they have required highly specialized, s

We use principal component analysis to study the hydrodynamic attractor in Yang-Mills kinetic theory undergoing the Bjorken expansion with color glass condensate initial conditions. The late-time hydrodynamic attractor is characterized by a single principal component determining the overall energy scale. How it is reached is governed by the disappearance of single subleading principal component ch