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PhD position in Computer Vision and Machine Learning: Shape detection from 3D point clouds

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PhD position on Computer Vision and Computer Graphics: Remeshing urban-specific CAD formats

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PhD topic: Numerical Optimal Transport and Application to Geometry Processing

Thesis topic: Optimal transport is a powerful mathematical tool at the interface between calculus of variations, probability and partial differential equations. In the recent past concepts from finite dimensional classical geometry have been successfully transferred to infinite-dimensional spaces, where shapes are seen as probability densities, or where raw measurements are seen as discrete measures, i.e., …

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