• Animals: Ending Cruelty Through Markets 

  Sterri, Aksel Braanen (Chapter; Peer reviewed, 2023)

  Automatic speech recognition (ASR) has become a familiar input component for voice user faces, such as texting, preparing structured documents, searching, and voice commands. Inclusive ASR is a premise for a sustainable ...

• Description of the prehospital emergency healthcare system in Norway 

  Kjærvoll, Hege K.; Andersson, Lars-Jøran; Bakkelund, Karin Elvenes; Harring, Astrid Karina V.; Tjelmeland Myrhaugen, Ingvild Beathe (Peer reviewed; Journal article, 2024)

  Background: Norway has a long coastline, steep mountains, and wide fjords, which presents some challenges to the prehospital emergency healthcare system. In recent years, the prehospital emergency medical services (EMS) ...

• A machine learning-based viscoelastic–viscoplastic model for epoxy nanocomposites with moisture content 

  Bahtiri, Betim; Arash, Behrouz; Scheffler, Sven; Jux, Maximilian; Rolfes, Raimund (Computer Methods in Applied Mechanics and Engineering;, Peer reviewed; Journal article, 2023)

  In this work, we propose a deep learning (DL)-based constitutive model for investigating the cyclic viscoelastic-viscoplastic-damage behavior of nanoparticle/epoxy nanocomposites with moisture content. For this, a long ...

• The MeSH heading "Call Center" is due for an update: Why we recommend the more precise heading "Emergency Medical Communication Center" 

  Harring, Astrid Karina V.; Blinkenberg, Jesper; Brattebø, Guttorm; Hjortdahl, Magnus; Idland, Siri; Iversen, Emil; Leonardsen, Ann-Chatrin Linqvist; Zakariassen, Erik; Jørgensen, Trine Møgster (Peer reviewed; Journal article, 2023)

  Call centers can be found in various industries. However as a Medical Subject Heading (MeSH) the term “Call centers” does not reflect the critical purpose of handling emergency calls. We recommend “emergency medical ...

• Low rank orthogonal bundles and quadric fibrations 

  Choe, Insong; Hitching, George Harry (Peer reviewed; Journal article, 2023)

  Let C be a curve and V → C an orthogonal vector bundle of rank r. For r ≤ 6, the structure of V can be described using ten- sor, symmetric and exterior products of bundles of lower rank, essentially due to the existence ...

Vis flere