Dr. Jonas Knoch
Dr. Jonas Knoch was member of the research group AG Neuss-Radu.
Research interests:
- Multi-scale modeling, analysis and simulation for transport processes in deformable biological tissue
- Modeling, analysis and simulation of metabolic pathways
- Parameter estimation and sensitivity analysis of mathematical models
Education
since 01/2020 | Doctoral student FAU Erlangen-Nürnberg Chair for Applied Mathematics (Modeling and Numerics) Thesis title: Investigation of micro-macro models for reactive transport in elastically deformable perforated media Supervisor: Prof. Dr. Maria Neuss-Radu |
10/2019–12/2019 | Research Associate FAU Erlangen-Nürnberg Chair for Applied Mathematics (Scientific Computing) Computational Fluid Dynamics |
10/2017–09/2019 | Master’s studies in Integrated Life Sciences FAU Erlangen-Nürnberg Mathematical modeling and systems biology Bioimaging and biophysics Master’s thesis: Modeling the cellular energy metabolism during hypoxia – parameter identification, simulations and sensitivity analysis |
10/2014–09/2017 | Bachelor’s studies in Integrated Life Sciences FAU Erlangen-Nürnberg |
2014 | Abitur at Arnold-Gymnasium Neustadt bei Coburg |
Awards
Wiley Poster Prize, 2020 Annual Meeting of the Society for Mathematical Biology,
Poster: A mathematical model of HIF-1 regulated energy metabolism
Practicals
- Tutorials for lecture “Engineering Mathematics” (SS 19)
- Tutorials for lecture “Mathematik für Ingenieure E3” (WS 18/19)
- Tutorials for lecture “Mathematik für Ingenieure E2” (SS 18)
- Tutorials for lecture “Mathematik für Ingenieure E1” (WS 17/18)
- Tutorials for lecture “Genomanalyse und Phylogenie” (WS 16/17)
- Tutorials for lecture “Stochastische Modelle” (WS 16/17)
Multi-Scale Modeling and Simulation of Transport Processes in an Elastically Deformable Perforated Medium
In: Transport in Porous Media (2023)
ISSN: 0169-3913
DOI: 10.1007/s11242-022-01896-z
BibTeX: Download
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A Mathematical Model of HIF-1 Regulated Cellular Energy Metabolism
In: Vietnam Journal of Mathematics (2020)
ISSN: 0866-7179
DOI: 10.1007/s10013-020-00426-y
BibTeX: Download
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