Open positions
We are seeking for:
Biology, Chemistry, Computer Science, Engineering,
Mathematics, Medicine, Physics
Cell Migration Research
Horizon 2020
International Marie Skłodowska-Curie
Innovative Training Network
InCeM - Integrated Component Cycling in Epithelial Cell Motility
Applications are invited for PhD student fellowships. InCeM is focused on cell migration, which is essential for vital processes such as tissue formation, wound healing and tissue invasion during carcinogenesis. It aims to visualise morphological, biochemical and physical processes of cell motility to integrate these data into multi-scale models with the goal to deliberately tune motile behavior in relation to disease. InCeM provides an international and highly interdisciplinary framework of collaborators from academia and industry with core expertise in medicine, biology, biochemistry, image analysis, modelling and engineering.
Applications should be submitted immediately.
This project has received funding from the European Union’s Horizon 2020 research and innovation programme under the Marie Sklodowska-Curie grant agreement No 642866.
NEWS
30th July 2015
InCeM
3.8 million euros grant success
for InCeM's MSCA-ITN-ETN
13th-31th July 2015
InCeM
In association with the Isaac Newton Institute:
Coupling Geometric PDEs with Physics for Cell Morphology, Motility and Pattern Formation
13th-24th July 2015
InCeM
Workshop Part 1 - Cambridge
InCeM Members at the Isaac Newton Institute in Cambridge during the 2. InCeM Workshop
GALLERY
Migrating primary keratinocyte with labelled cell adhesions. Based on a fine tuned regulation adhesion structures are continuously formed, modified and finally disassembled.
Primary keratinocytes apply traction forces upon migration. Using fluorescent fusion proteins (GFP-vinculin), adhesion structures can be visualized. Those sites are used by the cell for cell force transmission to the underlying substrate. In case those substrates are elastic, forces cause deformation fields that can be visualized using marker particles.
A typical example of the application of the evolving surface finite element method when solving partial differential equations of reaction-diffusion type on an evolving closed surface representing an evolving tumour.
A typical example of the application of the evolving surface finite element method when solving partial differential equations of reaction-diffusion type on an evolving open surface.
Time-lapse recordings of HK18-YFP fluorescence (left) of a migrating EK18-1 cell displaying multiple emerging KFPs in the proceeding lamellipodium. (Kölsch et al., 2010)
Induction of cell border dynamics through UV-light induced activation of pa-rac.
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Update: 11.02.2016