Group Leader
Education
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Papers
Maria Vittoria Barbarossa, Jan Fuhrmann, Julian Heidecke, Hridya Vinod Varma, Noemi Castelletti, Jan H Meinke, Stefan Krieg, Thomas Lippert. (2020). The impact of current and future control measures on the spread of COVID-19 in Germany. MedRxiv
Fuhrmann J, Barbarossa MV. (2020). The significance of case detection ratios for predictions on the outcome of an epidemic - a message from mathematical modelers. Archives of public health = Archives belges de sante publique, 78(1)
Noemi Castelletti, Maria Vittoria Barbarossa. (2020). Deterministic approaches for head lice infestations and treatments. Infectious Disease Modelling, (5)
Noemi Castelletti, Maria Vittoria Barbarossa. (2019). A mathematical view on head lice infestations. arXiv
Coulibaly A, Bettendorf A, Kostina E, Figueiredo AS, Velásquez SY, Bock HG, Thiel M, Lindner HA, Barbarossa MV. (2019). Interleukin-15 Signaling in HIF-1α Regulation in Natural Killer Cells, Insights Through Mathematical Models. Frontiers in immunology, (10)
MV Barbarossa, M Polner, G Röst. (2018). Temporal Evolution of Immunity Distributions in a Population with Waning and Boosting. Hindawi
Jan Fuhrmann, Maria Vittoria Barbarossa. (2018). The Signicance of the Detection Ratio for Predictions on the Outcome of an Epidemic - A Message from Mathematical Modelers. Preprints
Maria Vittoria Barbarossa, Monika Polner, Gergely Röst. (2017). Stability Switches Induced by Immune System Boosting in an SIRS Model with Discrete and Distributed Delays. SIAM Journal on Applied Mathematics, 77(3)
Maria Vittoria Barbarossa, Christina Kuttler. (2016). Mathematical Modeling of Bacteria Communication in Continuous Cultures. Applied Sciences, 6(5)
Barbarossa MV, Dénes A, Kiss G, Nakata Y, Röst G, Vizi Z. (2015). Transmission Dynamics and Final Epidemic Size of Ebola Virus Disease Outbreaks with Varying Interventions. PloS one, 10(7)
Barbarossa MV, Röst G. (2015). Immuno-epidemiology of a population structured by immune status: a mathematical study of waning immunity and immune system boosting. Journal of mathematical biology, 71(6-7)
Maria Vittoria Barbarossa, Gergely Röst. (2015). Mathematical models for vaccination, waning immunity and immune system boosting: a general framework. BIOMAT
MV Barbarossa, H-O Walther. (2014). Linearized Stability for a New Class of Neutral Equations with State-Dependent Delay. Differential Equations and Dynamical Systems
Barbarossa MV, Hadeler KP, Kuttler C. (2014). State-dependent neutral delay equations from population dynamics. Journal of mathematical biology, 69(4)
Buddrus-Schiemann K, Rieger M, Mühlbauer M, Barbarossa MV, Kuttler C, Hense BA, Rothballer M, Uhl J, Fonseca JR, Schmitt-Kopplin P, Schmid M, Hartmann A. (2014). Analysis of N-acylhomoserine lactone dynamics in continuous cultures of Pseudomonas putida IsoF by use of ELISA and UHPLC/qTOF-MS-derived measurements and mathematical models. Analytical and bioanalytical chemistry, 406(25)
M. Mohr, M. V. Barbarossa and C. Kuttler. (2014). Predator-Prey Interactions, Age Structures and Delay Equations. Mathematical Modelling of Natural Phenomena, 9(1)
Maria Vittoria Barbarossa. (2014). Equations with State-Dependent Delay in Population Biology. Biomath Communications, 1(1)
Barbarossa MV, Kuttler C, Zinsl J. (2012). Delay equations modeling the effects of phase-specific drugs and immunotherapy on proliferating tumor cells. Mathematical biosciences and engineering : MBE, 9(2)
Barbarossa MV, Kuttler C, Fekete A, Rothballer M. (2010). A delay model for quorum sensing of Pseudomonas putida. Bio Systems, 102(2-3)
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