Marcus Tressl

Marcus Tressl is a Lecturer in Pure Mathematics at the University of Manchester, affiliated with the Department of Mathematics. His academic journey includes a PhD and habilitation from the University of Regensburg, and he has been active at Manchester since 2007.

• Research Interests: Mathematical Logic, Model Theory, O-Minimal Structures, Lattice Ordered Abelian Groups, Boolean Algebras, Differential Algebra, Spectral Spaces, Stone Duality, Commutative Algebra
• Recent Publications: Focus on distributive lattices, matrix rings, differentially large fields, and applications of model theory to algebraic structures.
• Teaching: Delivers Mathematical Logic (MATH33021) and supervises MSc projects (MATH61000), emphasizing LaTeX and mathematical typesetting.
• Contributions: Authored a book on Spectral Spaces, co-edited proceedings on O-Minimal Structures, and developed resources for Gödel's Incompleteness Theorems, Gröbner Bases, and Neural Network Learning applications.