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Peter Olsson

Researcher at Lund University

Publications -  124
Citations -  3073

Peter Olsson is an academic researcher from Lund University. The author has contributed to research in topics: Scattering & Boundary value problem. The author has an hindex of 25, co-authored 117 publications receiving 2545 citations. Previous affiliations of Peter Olsson include Chalmers University of Technology & Linköping University.

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Can intensively farmed arable land be favourable for birds during migration? The case of the Eurasian golden plover Pluvialis apricaria

TL;DR: The fact that the birds choose to stay for long periods, moult in the area, and manage to store substantial fuel loads strongly suggests that Eurasian golden plovers do well in this intensively farmed arable land.
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Expression of bovine calmodulin in tobacco plants confers faster germination on saline media

TL;DR: Transgenic tobacco seeds showed significantly shortened germination times on media containing varying salt and calcium concentrations, and the tobacco Ca2+/calmodulin-regulated glutamate decarboxylase, synthesizing gamma-aminobutyric acid may therefore be stimulated by the heterologous calmodulin.
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Elastodynamic Scattering From Penny-Shaped and Nonplanar Cracklike Flaws With Dissipation and Restoring Forces

TL;DR: Elastodynamic scattering from pennyshaped and nonplanar cracklike flaws with dissipation and restoring forces as discussed by the authors was used to solve the problem of non-planar cracks.
Proceedings ArticleDOI

Thu0628 immune-related adverse events induced by cancer immunotherapies. big data analysis of 13,051 cases (immunocancer international registry)

TL;DR: The worldwide scenario of irAEs associated with the use of CIs in this Century is analyzed, with the organ-specific autoimmune damage of the endocrine, digestive and pulmonary systems accounting for 70% of the total reported ir AEs.
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Elastostatics as a limit of elastodynamics – a matrix formulation

TL;DR: In this paper, a T matrix formulation of the three-dimensional elastostatic single inhomogeneity problem is presented, which is shown how it can be obtained as a zero frequency limit of a corresponding time-harmonic scattering problem.