Geometric singular perturbation theory is a useful tool in the analysis of problems with a clear separation in time scales. It uses invariant manifolds in phase space in order to understand the...

2024年1月1日 · Drawing inspiration from hyperuniform structures in material science, we find that the arid and semi‐arid vegetation Turing pattern exhibits long-range dispersion similar to hyperuniformity. As the...

In this paper we introduce a conceptual model for vegetation patterns that generalizes the Klausmeier model for semi-arid ecosystems on a sloped ter-rain (Klausmeier in Science 284:1826–1828, 1999). Our model not only incorporates downhill flow, but also linear or nonlinear diffusion for the water component.

Sjors van der Stelt, Arjen Doelman, Geertje Hek, Jens D. M. Rademacher: Rise and Fall of Periodic Patterns for a Generalized Klausmeier-Gray-Scott Model. 39-95

View the profiles of people named Jens Hek. Join Facebook to connect with Jens Hek and others you may know. Facebook gives people the power to share and...

Protocols for the expression of recombinant antibodies in HEK293-6E cells in different antibody formats are described in detail. As model, antibodies against. … more. * Reagents occurring with supplier names are extracted and shared by CiteAb.

Phage display-derived affinity-matured human anti-KLK7 antibodies were converted to scFv-Fc, IgG, and Fab formats and transiently produced in the mammalian HEK293-6E system.

2020年12月5日 · Jens Kehlet Nørskov，目前执教于丹麦技术大学物理系，曾是斯坦福大学SUNCAT界面科学与催化中心创始人(2010-2018)。 Nørskov教授主要从事催化基础理论的相关研究，从电子层面出发，对催化反应规律进行描述，为催化剂设计做出了很多杰出贡献，近年来，在 …

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View the profiles of people named Jens Uwe Heck. Join Facebook to connect with Jens Uwe Heck and others you may know. Facebook gives people the power to...