Illinois at Chicago, Illinois, USA; Michael C. Fiore, MD, MPH, and Paula Keller, MPH, ATMC National Program Office, University of Wisconsin, Madison, Wisconsin, USA; and C. Tracy Orleans, PhD, Robert Wood Johnson Foundation, Princeton, New Jersey, USA. Correspondence: Paula Keller, Center for Tobacco Research & Intervention, University of Wisconsin Medical School, 1930 Monroe Street, Suite 200,...

The genus Kassinella was established by Keller (1960: 90) for extinct Lower Carboniferous (Tournaisian) corals from Kazakhstan. The name, however, is preoccupied by the senior homonym Kassinella Borissiak (1956: 50) (Brachiopoda), equally honouring N. G. Kassin, famous geologist and explorer of Kazakhstan. To resolve the homonymy, in accordance with the International Code of Zoological Nomencla...

This article summarizes various aspects and results for some general formulations of the classical chemotaxis models also known as Keller-Segel models. It is intended as a survey of results for the most common formulation of this classical model for positive chemotactical movement and offers possible generalizations of these results to more universal models. Furthermore it collects open questio...

We consider a generalized class of Keller-Segel models describing the chemo-taxis of biological populations (bacteria, amoebae, endothelial cells, social insects ,...). We show the analogy with nonlinear mean field Fokker-Planck equations and generalized thermodynamics. As an illustration, we introduce a new model of chemotaxis incorporating both effects of anomalous diffusion and exclusion pri...

Presenting author: Prof. Dr. Berndt Keller Additional author: Frank Werner Organisation/affiliations of presenting author: Professor of Employment Relations, University of Konstanz, Germany; Address: Fach D 83, D-78457 Konstanz, E-mail: [email protected] Organisation/affiliations of additional author: PhD-student at the chair of Prof. Berndt Keller, University of Konstanz, Germ...

The binary bracket of a Courant algebroid structure on (E,〈⋅,⋅〉) can be extended to n-ary Γ(E), yielding multi-Courant algebroid. These brackets form Poisson algebra and were defined, in an algebraic setting, by Keller Waldmann. We construct higher geometric version Keller-Waldmann define algebroids. As structures seen as degree 3 functions graded symplectic manifold 2, n≥3 that manifold.

We will show how the critical mass classical Keller-Segel system and the critical displacement convex fast-diffusion equation in two dimensions are related. On one hand, the critical fast diffusion entropy functional helps to show global existence around equilibrium states of the critical mass Keller-Segel system. On the other hand, the critical fast diffusion flow allows to show functional ine...

Linda Olson Keller, MS, BSN, APRN, BC Linda Olson Keller is a Senior Research Scientist in Public Health Nursing Policy and Partnerships at the University of Minnesota School of Nursing. For the past 25 years she has focused on population-based community assessment, program planning, and evaluation. Linda’s public health nursing practice includes consultation and research with state and local h...

Strässle, S; Khasanov, R; Kondo, T; Heron, D O G; Kaminski, A; Keller, H; Lee, S L; Takeuchi, T Strässle, S; Khasanov, R; Kondo, T; Heron, D O G; Kaminski, A; Keller, H; Lee, S L; Takeuchi, T (2009). Superfluid density and angular dependence of the energy gap in optimally doped (BiPb)2(SrLa)2CuO6+ δ. Journal of Superconductivity and Novel Magnetism, 22(2):189-193. Postprint available at: http:/...