Martin Möller

Prof. Martin Möller is a Professor in the Department of Mathematics at Goethe University Frankfurt. His research focuses on algebraic geometry, number theory, and geometric topology, with notable contributions to strata of differentials, tropical geometry, and spectral theory. He is affiliated with the Institute of Mathematics within the university's Faculty of Computer Science and Mathematics.

Current research interests include Gromov-Witten theory, real enumerative geometry, and Siegel-Veech transforms. His work bridges representation theory and global analysis, addressing complex structures like marked tori and canonical divisors in non-Archimedean settings.

Publications highlight interdisciplinary approaches to spectral decomposition and tropical canonical divisors, with contributions to strata geometry and modular curve dynamics. He actively participates in advanced seminars such as GAUS-AG on real enumerative geometry.