Dissertation: Non-standard Analysis in Projective Geometry
Supervisor: Prof. Dr. Dr. Richter-Gebert
Chair: Geometry & Visualization
Grade: Magna cum laude (1.1)
Conducted advanced research in the intersection of non-standard analysis and projective geometry, developing novel mathematical frameworks for geometric computation and visualization. The work contributed to both theoretical mathematics and practical applications in computer graphics and geometric modeling.
Grade: Passed with merit (1.6)
Focus: Advanced Mathematics with applications to Computer Science
Specialized in geometric algorithms, computational mathematics, and mathematical visualization. The program combined rigorous theoretical foundations with practical applications in software development and computational geometry.
Major: Mathematics
Minor: Computer Science
Strong foundation in pure and applied mathematics with complementary studies in computer science. The program provided essential skills in mathematical reasoning, algorithm design, and computational problem-solving that became the cornerstone of my data science and software development career.