10 citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
- Domtar (Canada)CA2 papers
- University College LondonGB2 papers
- Akdeniz UniversityTR1 paper
- Ames Research CenterUS1 paper
- Becton Dickinson (India)IN1 paper
- Bellevue UniversityUS1 paper
- Cardiff UniversityGB1 paper
- Centre Procédés, Energies Renouvelables et Systèmes EnergétiquesFR1 paper
- Cukurova UniversityTR1 paper
- Czech Academy of Sciences, Astronomical InstituteCZ1 paper
- European Southern ObservatoryCL1 paper
- Georgia State UniversityUS1 paper
5 papers
Tracing Positional Bias in Financial Decision-Making: Mechanistic Insights from Qwen2.5
Fabrizio Dimino, Krati Saxena, Bhaskarjit Sarmah +1
The growing adoption of large language models (LLMs) in finance exposes high-stakes decision-making to subtle, underexamined positional biases. The complexity and opacity of modern…
Newborn Be star systems observed shortly after mass transfer
Th. Rivinius, R. Klement, S. D. Chojnowski +24
Many classical Be stars acquire their very rapid rotation by mass and angular-momentum transfer in massive binaries. Short-lived intermediate-phase objects have only been discovere…
Design and Characterisation of Tissue-Mimicking Gel Phantoms for Diffusion Kurtosis Imaging
Ziyafer Gizem Portakal, Sophie Shermer, Emiliano Spezi +3
Purpose: The aim of this work was to create tissue-mimicking gel phantoms appropriate for diffusion kurtosis imaging (DKI) for quality assurance, protocol optimization and sequence…
Stabilized finite element methods for nonsymmetric, noncoercive and ill-posed problem. Part II: hyperbolic equations
Erik Burman
In this paper we consider stabilised finite element methods for hyperbolic transport equations without coercivity. Abstract conditions for the convergence of the methods are introd…
Stabilised finite element methods for non-symmetric, non-coercive and ill-posed problems. Part I: elliptic equations
Erik Burman
In this paper we propose a new method to stabilise non-symmetric indefinite problems. The idea is to solve a forward and an adjoint problem simultaneously using a suitable stabilis…