Wolfgang Schmidt-Heck
SEEK ID: https://funginet.hki-jena.de/people/57
Location:
Germany
ORCID: Not specified
Joined: 2nd Feb 2015
Expertise: Not specified
Tools: Not specified
Their tagsRelated items
The yeast Candida albicans and the filamentous fungus Aspergillus fumigatus are by far the most important causes of life-threatening invasive mycoses in Europe. Despite the increasing incidence of these infections, the current diagnosis is still difficult and often too late, and options for therapies are limited. Moreover, A. fumigatus and C. albicans have developed multiple sophisticated, specific and unique pathogenicity mechanisms. Many of these mechanisms are not well understood. Research on ...
Projects: FungiNet total, FungiNet A - Aspergillus projects, FungiNet B - Bioinformatics projects, FungiNet C - Candida projects, INF, A1, A2, A3, A4 (E), A5, B1, B2, B3 (E), B4, C1, C2, C3, C4 (E), C5, C6 (E), Z2, Z1, B5, A6, A7, A8, C7
Web page: http://www.funginet.de/home.html
Integrated database for experimental data
Within the Collaborative Research Center / Transregio 124 “Pathogenic fungi and their human host: Networks of Interaction – FungiNet”, the INF project is responsible to analyse and share OMICS data. Databases help to foster the collaboration within FungiNet as an important point of the Collaborative Research Center. Therefore, we set-up two databases:
a) SEEK is a web-based platform to find, share and exchange unstructured data and knowledge, such as ...
Primary hepatocytes were exposed to a stimulus by exchanging culture medium, thereby simulating changes in the blood composition. The expression of genes at different time points was recorded. Differentially expressed genes were clustered using fuzzy c-means algorithm into five groups. The arcs of the possible network were identified using the NetGenerator algorithm under the restriction of biological knowledge. The analysis was restricted to the main metabolic pathways of hepatocytes. The reverse ...
Creators: Thomas Wolf, Wolfgang Schmidt-Heck, Reinhard Guthke
Submitter: Thomas Wolf
Model type: Ordinary differential equations (ODE)
Model format: SBML
Environment: JWS Online
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