Hexagonal pencils of cubic plane curves
Joel Langer
Case Western Reserve University, Cleveland, USAJeremy Wall
Case Western Reserve University, Cleveland, USA
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Abstract
This expository paper considers real cubic plane curves as combinations of two real triangles meeting in nine distinct points. Our study of hexagonal pencils, defined by with parameters , picks up on some themes of a recent paper on cubics by Bonifant and Milnor (2017).
Cite this article
Joel Langer, Jeremy Wall, Hexagonal pencils of cubic plane curves. Enseign. Math. (2024), published online first
DOI 10.4171/LEM/1062