I am a PhD student in the Computer Vision Group at the TU Munich, supervised
by Prof. Daniel Cremers.
Currently I am doing a research internship at Adobe in Paris.
My research interests mainly lie in the area of 3D shape matching, while I am
currently mainly focusing on partial shapes.
I received my bachelor's degree at Ludwig Maximilans University (LMU) and my
master's degree at Technical University of Munich (TUM), both in computer
science.
News
April 2026:
I started a research internship at Adobe in Paris.
February 2026:
Our paper “Teaching DINOv3 About Partial 3D Geometry: A Self-Supervised Geometry-Aware Approach” has been accepted to CVPR 2026.
December 2025:
I was visiting the group of Maks Ovsjanikov at École Polytechnique in Paris from December 2025 to February 2026.
November 2025:
Our paper “An Integer Linear Programming Approach to Geometrically Consistent Partial-Partial Shape Matching” has been accepted to 3DV 2026.
June 2025:
We will be holding a tutorial about shape analysis at CVPR in Nashville
May 2025:
Our paper “Beyond Complete Shapes: A quantitative Evaluation of 3D Shape Matching Algorithms” was accepted to SGP in Bilbao.
May 2025:
We are presenting a tutorial on shape analysis at Eurographics in London.
February 2025:
Our Papers “EchoMatch: Partial-to-Partial Shape Matching via Correspondence Reflection” and “Higher-Order Ratio Cycles for Fast and Globally Optimal Shape Matching” have been accepted to CVPR 2025
September 2024:
We will be holding a tutorial about shape matching on GCPR/VMV in Munich
February 2024:
Our Paper “Partial-to-Partial Shape Matching with Geometric Consistency” has been accepted to CVPR 2024
October 2023:
Our paper “Geometrically Consistent Partial Shape Matching” was accepted to 3DV 2024
May 2023:
We present a poster about Non-Separable Multi-Dimensional Network Flows for Visual Computing on Eurographics
January 2023:
Started my PhD in the Computer Vision Group at TUM under the supervision of Prof. Daniel Cremers.
October 2021:
Our Paper: Shortest Paths in Graphs with Matrix-Valued Edges: Concepts, Algorithm and Application to 3D Multi-Shape Analysis was accepted to 3DV