“A dynamic geometry system (DGS) is a formal model of static elementary geometry, equipped with a time variable.
Such systems are useful to create drawings, to teach and communicate mathematics, but also for mathematical research.
In this talk, we discuss fundamental properties of DGSs and state related complexity results. Based on examples, we touch upon problem fields regarding the concrete implementation of a DGS.”
TopMath Talks
As part of the TopMath talks, TopMath students and doctoral students present parts of their research. They provide an understandable insight into their current area of interest, enabling students and staff from different research fields to broaden their mathematical background knowledge. The talks are open to the public and last about an hour, followed by discussion. You are cordially invited!