About
I am a PhD candidate and research associate in the School of Mathematics and Natural Sciences at the University of Wuppertal, supervised by Prof. Dr. Peter Zaspel. My research focuses on the scalability of kernel-based methods and Gaussian processes, with particular emphasis on randomized low-rank approximations and objective-aware approaches.
Before joining Wuppertal, I completed my MSc in Mathematics at the University of Bayreuth. My academic background combines mathematics and computer science, with interests in machine learning, uncertainty quantification, and scientific computing.
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Research Interests
Gaussian Processes
Scalable probabilistic regression and uncertainty quantification with kernel-based models.
Kernel-Based Methods
Efficient approximation methods for kernel matrices arising in machine learning and scientific computing.
Randomized Numerical Linear Algebra
Randomized low-rank approximation and sketching methods for large-scale kernel matrices.
Objective-Aware Approximation
Low-rank structures designed for inference objectives rather than matrix reconstruction alone.