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In mathematics, in triangle geometry, McCay cubic (also called M'Cay cubic or Griffiths cubic) is a cubic plane curve in the plane of the reference triangle and associated with it, and having several remarkable properties. It is the third cubic curve in Bernard Gilbert's Catalogue of Triangle Cubics and it is assigned the identification number K003.

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  • McCay cubic (en)
  • Kubische kromme van M'Cay (nl)
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  • In mathematics, in triangle geometry, McCay cubic (also called M'Cay cubic or Griffiths cubic) is a cubic plane curve in the plane of the reference triangle and associated with it, and having several remarkable properties. It is the third cubic curve in Bernard Gilbert's Catalogue of Triangle Cubics and it is assigned the identification number K003. (en)
  • De kubische kromme van M'Cay (soms kubische kromme van McCay, of kubische kromme van Griffith genoemd) is de gepivoteerde isogonale kubische kromme in het vlak van een gegeven driehoek met diens middelpunt van de omgeschreven cirkel, Kimberlingnummer X(3), als pivot. (nl)
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  • http://commons.wikimedia.org/wiki/Special:FilePath/McCayCubicLocus.png
  • http://commons.wikimedia.org/wiki/Special:FilePath/McCayStelloid.png
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  • In mathematics, in triangle geometry, McCay cubic (also called M'Cay cubic or Griffiths cubic) is a cubic plane curve in the plane of the reference triangle and associated with it, and having several remarkable properties. It is the third cubic curve in Bernard Gilbert's Catalogue of Triangle Cubics and it is assigned the identification number K003. (en)
  • De kubische kromme van M'Cay (soms kubische kromme van McCay, of kubische kromme van Griffith genoemd) is de gepivoteerde isogonale kubische kromme in het vlak van een gegeven driehoek met diens middelpunt van de omgeschreven cirkel, Kimberlingnummer X(3), als pivot. (nl)
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