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bn:00166596n
Noun Concept
Categories: Algebraic geometry stubs, Cubic curves
EN
Tschirnhausen cubic  Catalan's Trisectrix  L'Hospital's cubic  Talbot's curve  Tschirnhaus' cubic
EN
In algebraic geometry, the Tschirnhausen cubic, or Tschirnhaus' cubic is a plane curve defined, in its left-opening form, by the polar equation r = a sec 3 ⁡ {\displaystyle r=a\sec ^{3}\left} where sec is the secant function. Wikipedia
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EN
In algebraic geometry, the Tschirnhausen cubic, or Tschirnhaus' cubic is a plane curve defined, in its left-opening form, by the polar equation r = a sec 3 ⁡ {\displaystyle r=a\sec ^{3}\left} where sec is the secant function. Wikipedia
IS A
cubic plane curve
NAMED AFTER
Ehrenfried Walther von Tschirnhaus
Wikipedia
EN
Tschirnhausen cubic
Wikidata
EN
Tschirnhausen cubic
Wikipedia Redirections
EN
Catalan's trisectrix, Catalan's Trisectrix, L'Hospital's cubic, L'Hospital's Cubic, Talbot's Curve, Talbot's curve, Tschirnhaus' Cubic, Tschirnhaus' cubic, Y^2=x^3+3x^2

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