معرفی
Daniel Robertz is a University Professor of Algebra and Number Theory at RWTH Aachen University, Germany, with his office located at Pontdriesch 14/16, Room 102 in Aachen. He actively participates in several academic seminars including the Joint Algebra Seminar at RWTH Aachen University, the Kolchin Seminar in Differential Algebra (online/New York), and the Diff.-Equations and Singularities Seminar (online).
Professor Robertz's research spans multiple mathematical disciplines with primary focus on Differential Algebra, Difference Algebra, Computer Algebra, Discrete Geometry, Simplicial Surfaces, Group Theory, Invariant Theory, and Algebraic Systems Theory. He has developed several influential Maple packages including Janet, Involutive, JanetOre, LDA, and OreModules that have advanced computational methods in algebraic analysis of differential systems.
His scholarly output demonstrates a consistent focus on algorithmic approaches to differential equations with increasing interdisciplinary applications, particularly in structural engineering through discrete geometry and origami-inspired designs for carbon-reinforced concrete structures. This research trajectory shows how abstract mathematical concepts can solve practical engineering problems, especially in sustainable construction materials development.
- Editorial Board of Mathematics in Computer Science
- Special Issue in Honor of Vladimir Gerdt (2022)
- Applications of Computer Algebra (ACA 2017, Jerusalem) (2019)
Professor Robertz has organized numerous international workshops on computational differential and difference algebra and maintains active research collaborations across mathematics, engineering, and materials science disciplines. His work on algebraic methods for structural design involves partnerships with researchers in civil engineering, architectural design, and materials science.
He leads research activities in the Chair of Algebra and Number Theory at RWTH Aachen, where his team develops computational methods for algebraic analysis of differential systems. His group maintains strong international connections with research communities in computer algebra, differential algebra, and mathematical engineering applications.
