Non-standard Analysis in Dynamic Geometry
Michael Strobel
TL;DR
This paper explores how non-standard analysis can enhance dynamic projective geometry, particularly in desingularization of geometric constructions, offering new methods for geometric analysis.
Contribution
It introduces the application of non-standard analysis techniques to improve the desingularization process in dynamic geometry.
Findings
Non-standard analysis simplifies desingularization in geometric constructions.
New methods improve the robustness of dynamic projective geometry.
Potential for broader applications in geometric computation.
Abstract
We will present the benefits of using methods of non-standard analysis in dynamic projective geometry. One major application will be the desingulariazation of geometric constructions.
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