Slade Sanderson

Slade Sanderson is a researcher at Utrecht University's Faculty of Science, affiliated with the Mathematical Modeling department. His work bridges mathematics and computational theory, focusing on ergodic theory, number theory, and dynamical systems. As a PhD candidate, he has contributed to studies involving continued fractions, translation surfaces, and lattice surfaces.

• PhD in Mathematics (2025), Utrecht University
• MSc in Mathematics (2020), Oregon State University
• BSc in Mathematics (2018), Pepperdine University

Research interests include continued fractions, translation surfaces, lattice surfaces, and ergodic theory. His publications explore topics like the matching phenomenon in symmetric golden maps and canonical translation surfaces for Veech group computations. Articles highlight collaborations with researchers such as Karma Dajani and Cor Kraaikamp.

Recent activities include invited talks at international conferences and organizing the Numeration 2024 event. He has presented posters and papers on metrical theories of continued fractions and digit frequency analysis via matching techniques. While no formal awards are listed, his work has garnered attention in academic circles and platforms like Mendeley.