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Many grants from US funding agencies are restricted to US citizens or permanent residents which negatively impacts the career options for foreign scientists working in the USA. [Image: see text]
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Many grants from US funding agencies are restricted to US citizens or permanent residents which negatively impacts the career options for foreign scientists working in the USA. [Image: see text]
Amyloid-PET quantification through the tracer-independent Centiloid (CL) scale has emerged as an essential tool for the accurate measurement of amyloid-β (Aβ) pathology in Alzheimer's disease (AD) patients. The AMYPAD consortium set out to integrate existing literature and recent work from the consortium to provide clinical context-of-use recommendations for the CL scale. Compared to histopatholog
The Dirichlet–Neumann method is a common domain decomposition method for nonoverlapping domain decomposition and the method has been studied extensively for linear elliptic equations. However, for nonlinear elliptic equations, there are only convergence results for some specific cases in one spatial dimension. The aim of this manuscript is therefore to prove that the Dirichlet–Neumann method conve
Cities typically treat migration and sustainability as separate policy domains. When migration is highlighted in the context of sustainability in urban destination areas, it is typically understood to have no, or at worst, negative impacts on sustainability. As a result, migration and migrants are commonly left out of sustainability policy and planning. Here, we present emerging evidence to refram
The Bremmer series is used to reduce a complex scattering problem to a sequence of simpler single scattering problems. In the Bremmer series, the wave equation is first decomposed into a coupled system of one-way wave equations. The system is then decoupled into a sequence of one-way wave equations with a fixed point iteration. In this paper, a left symbol representation of the decomposition opera
This paper presents a readily computable formula for the real stability radius with respect to an arbitrary stability region in the complex plane.
This chapter proposes an onomasiological research methodology forcross-linguistic investigations of antonyms. The basic assumption is that thereis a number of strongly opposable lexical semantic pairings in all languages,whose meanings are central to human existence, e.g. speed slow–fast, luminosity, dark–light, strength weak–strong, size small–large. There is also a large number of other pairings