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Oberseminar Mathematische Modelle
Link and Passcode: https://tum-conf.zoom.us/j/96536097137 Code 101816
Upcoming talks
Previous talks
within the last 90 days
26.11.2025 13:00 Dr. Andrey Kovtanyuk, TUM: Theoretical and numerical analysis of the reaction-diffusion model of glioma growth
The initial-boundary value problem for a system of nonlinear parabolic equations modeling the growth and migration of glioma cells is studied.
New a priori estimates of the solution are obtained, based on which the non-local in time unique solvability of the initial-boundary value problem is proved. The conducted computational experiments demonstrate the ability of the mathematical model to reflect the desired properties like development of hypoxia in the tumor microenvironment, the switching of proliferative tumor cells to invasive migratory ones due to hypoxia, the regression of the vasculature in the area occupied by the tumor and simultaneous angiogenesis at the periphery of the tumor.
Quelle
29.09.2025 10:00 Heiko Enderling, MD Anderson Cancer Center in Houston, Texas (USA): Mathematical Models as the engine of digital twins in radiation oncology
To personalize cancer radiation therapy, we must give the right dose and dose fractionation, at the right time, dynamically adapted, to best harness the radiobiological effects of radiation as well as synergy with the patient’s immune system. I present latest developments in the mathematical and computational modelling in radiation oncology to develop digital twins – constructs that mimic the structure and behavior of the patient and the tumor to make predictions and inform decisions that realize value. I present different simple approaches to build predictive pipelines and how to integrate those into clinical decision making towards the concept of real-time adaptive personalized radiation treatments.
Quelle
For talks more than 90 days ago please have a look at the Munich Mathematical Calendar (filter: "Oberseminar Mathematische Modelle").