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Mathematical immunology: From phenomenological to multiphysics modelling
Bocharov G.A., Grebennikov D.S., Savinkov R.S.
Mathematical immunology is the branch of mathematics dealing with the application of mathematical
Imbalances in cellular immunological parameters in blood predetermine tumor onset in a natural mouse model of breast cancer
Aronov D.A., Zhukov V.V., Semushina S.G., Moiseeva E.V.
well established, the prognostic value of cellular blood immunological parameters (CBIPs) for BC onset
Mathematical immunology of virus infections
Bocharov G., Volpert V., Ludewig B., Meyerhans A.
immunology. The book covers first basic principles of formulating a mathematical model, and an outline
Mathematical immunology of virus infections
Bocharov Gennady
immunology. The book covers first basic principles of formulating a mathematical model, and an outline
A systems immunology approach to plasmacytoid dendritic cell function in cytopathic virus infections
Bocharov G.
such multiscale interactions, we have implemented a systems immunology approach focusing on the analysis
Spatiotemporal dynamics of virus infection spreading in tissues
Bocharov G., Meyerhans A., Bessonov N., Trofimchuk S., Volpert V.
spleen or lymph nodes. The mathematical model described in this work consists of reaction
Plant virus particles with various shapes as potential adjuvants
Evtushenko E.A.
). We have analysed the effectiveness of immune response to individual model antigens (ovalbumin, OVA
Graph theory for modeling and analysis of the human lymphatic system
Savinkov R., Grebennikov D., Puchkova D., Chereshnev V., Sazonov I., Bocharov G.
the lymphatic vessels. We present a graph theory-based approach to model and analyze the human lymphatic network
Nanoparticle vaccines against infectious diseases
Pati R.
Models, Immunological
A global "imaging" view on systems approaches in immunology
Ludewig Burkhard
'' technologies generate vast amounts of data that facilitate dissection of immunological processes at ever finer

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