Pattern Formation: The inspiration of Alan Turing

• Garfinkel, A (University of California, Los Angeles): Far from Turing? Turing’s Paradigm in Physiology

• Painter, K (Heriot-Watt University): Integrating experiment and theory to elucidate the chemical basis of hair and feather morphogenesis

• Grace, M; Hütt, M-T (Jacobs University Bremen): Spiral-wave prediction in a lattice of FitzHugh-Nagumo oscillators

• Heaton, L; Jones, N S; Lopez, E; Maini, P; Fricker, M (University of Oxford & Imperial College London): Transport and development in fungal networks

• Gaffney, E; Lee, S S (University of Oxford & RIKEN, Japan): The Sensitivity of Turing's Pattern Formation Mechanism

• Mimura, M (Meiji University, Kanazawa, Japan): Turing's instability versus cross-diffusion-driven instability

• Sherratt, J (Heriot-Watt University): Patterns of Sources and Sinks in Oscillatory Systems

• Epstein, I (Brandeis University): Experimental and Modeling Studies of Turing Patterns in Chemical Systems

• Holzer, M; Scheel, A (University of Minnesota): A slow pushed front in a Lotka-Volterra competition model

• Venkataraman, C (University of Warwick): Turing patterns on growing surfaces

• Fleck, C; Greese, B; Huelskamp, M (ZBSA, University of Freiburg & Botanical Institute, University of Cologne): Influence of cell-to-cell variability on spatial pattern formation

• Nishiura, Y (Tohoku University): Collision dynamics in dissipative systems

• Dahlem, M (Technische Universität Berlin): Localized travelling pulses in mirgaine

• Vaeth, M (Free Univ. of Berlin): Spatial Patterns for Reaction-Diffusion Systems with Unilateral Conditions

• Pellicer, M (Universitat de Girona): A PDE approach for the dynamics of the inflammatory stage in diabetic wound healing

• Lee, S; Shibata, T (RIKEN, CDB): Self-organisation of Cell Asymmetry : Turing’s inspiration is alive in a single cell

• Woolley, T; Baker, R E; Gaffney, E A; Maini, P K (University of Oxford): Stochastic reaction and diffusion on growing domains: understanding the breakdown of robust pattern formation

• Kondo, S (Nagoya University): Turing pattern formation without diffusion

• Jülicher, F (Max Planck Institute for the Physics of Complex Systems): Pattern formation in active fluids

• Conference Dinner at St John's College, Oxford
Stevens, A (Westfalische Wilhelms-Universitat Munster): Turing- and Non-Turing Type Pattern in Interacting Cell Systems

• Walsh, J; Angstmann, C; Curmi, P (UNSW): Linear Stability Analysis of Turing Patterns on Arbitrary Manifolds

• Madzvamuse, A (University of Sussex): Pattern formation during growth development: models, numerics and applications

• Kucera, M; Jaros, F; Vejchodsky, T (Institute of Mathematics of the Academy of Sciences of the Czech Republik): The influence of non-standard boundary conditions on the generation of spatial patterns

• Bär, M (Physikalisch-Technische Bundesanstalt): Pattern formation in multiscale systems: Homogenization and beyond

• Scheel, A (University of Minnesota): Wavenumber selection in closed reaction-diffusion systems

• Baier, G; Goodfellow, M; Taylor, P; Wang, Y; Garry, D (University of Manchester): Epileptic Seizure Dynamics as a Selforganised Spatio-temporal Pattern

• Khare, S; Singh Baghel, R; Dhar, J; Jain, R (Hindustan College of Sciences & Technolgy): Spatial Pattern Formation in Phytoplankton Dynamics in 1-D and 2-D System

• Weise, LD (Universiteit Utrecht): Spiral wave initiation in the Reaction-Diffusion-Mechanics models

• Vasiev, B; Harrison, N; Diez del Corral, R; Weijer, C (Liverpool University): Chemotaxis and morphogen dynamics in biological tissues

• De Kepper, P; Szalai, I; Cuiñas, D; Horváth, J (Centre national de la recherche scientifique): The design of Turing patterns in solution chemistry

• Othmer, H (University of Minnesota): The Effect of the Signaling Scheme on the Robustness of Pattern Formation in Development