In mathematics, the Wirtinger plane sextic curve, studied by Wirtinger in 1892, is a degree 6 genus 4 plane curve with double points at the 6 vertices of a complete quadrilateral. == References == === General references === Coble, Arthur B. (1929), Algebraic geometry and theta functions, American Mathematical Society Colloquium Publications, vol.
In mathematics, the Wirtinger plane sextic curve, studied by Wirtinger in 1892, is a degree 6 genus 4 plane curve with double points at the 6 vertices of a complete quadrilateral. == References == === General references === Coble, Arthur B. (1929), Algebraic geometry and theta functions, American Mathematical Society Colloquium Publications, vol.
Source: Wikipedia "Wirtinger sextic" · CC BY-SA 4.0
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