Courses
Mathematics of Super-Resolution Biomedical Imaging (Lecture notes) (Introductory lecture) (Course and codes at ETH) - Scale separation techniques - Multi-wave modalities - Spectroscopic techniques - Nanoparticle imaging Mathematical modelling and analysis of similarities in imaging - A tour on image and video analysis; local and nonlocal methods - Self-similarity and its variational formulation - Multiscale analysis of similarities between images on Riemannian manifolds Mathematical models in image segmentation and registration - Statistical shape modelling for medical image segmentation - Non-rigid medical image registration using free-form deformations - Precision imaging: more descriptive, integrative and predictive image analysis Studying brain disorders through statistical learning of brain imaging, genetics and clinical trials data - Gaussian processes for disease progression modeling and prediction - Imaging-genetics: multimodal analysis of heterogeneous data - Computational anatomy and statistical analysis of manifold-valued data Mathematics for morphodynamic studies of the cell - Analysis of cellular spatio-temporal dynamics and morphology - Super-resolved Traction Force Microscopy - Applications in developmental biology, oncology and neurology |