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- Q5746176 subject Q7191150.
- Q5746176 subject Q8409147.
- Q5746176 abstract "In geometry, the Hesse configuration, introduced by Colin Maclaurin and studied by Hesse (1844), is a configuration of 9 points and 12 lines with three points per line and four lines through each point. It can be realized in the complex projective plane as the set of inflection points of an elliptic curve, but it has no realization in the Euclidean plane.".
- Q5746176 thumbnail Hesse_configuration.svg?width=300.
- Q5746176 wikiPageWikiLink Q1475760.
- Q5746176 wikiPageWikiLink Q15736718.
- Q5746176 wikiPageWikiLink Q17023327.
- Q5746176 wikiPageWikiLink Q1866689.
- Q5746176 wikiPageWikiLink Q191290.
- Q5746176 wikiPageWikiLink Q19799636.
- Q5746176 wikiPageWikiLink Q210339.
- Q5746176 wikiPageWikiLink Q212794.
- Q5746176 wikiPageWikiLink Q222032.
- Q5746176 wikiPageWikiLink Q268493.
- Q5746176 wikiPageWikiLink Q382491.
- Q5746176 wikiPageWikiLink Q4426755.
- Q5746176 wikiPageWikiLink Q5746239.
- Q5746176 wikiPageWikiLink Q603880.
- Q5746176 wikiPageWikiLink Q620495.
- Q5746176 wikiPageWikiLink Q6950325.
- Q5746176 wikiPageWikiLink Q7133115.
- Q5746176 wikiPageWikiLink Q7191150.
- Q5746176 wikiPageWikiLink Q748233.
- Q5746176 wikiPageWikiLink Q7660854.
- Q5746176 wikiPageWikiLink Q8409147.
- Q5746176 wikiPageWikiLink Q8755.
- Q5746176 comment "In geometry, the Hesse configuration, introduced by Colin Maclaurin and studied by Hesse (1844), is a configuration of 9 points and 12 lines with three points per line and four lines through each point. It can be realized in the complex projective plane as the set of inflection points of an elliptic curve, but it has no realization in the Euclidean plane.".
- Q5746176 label "Hesse configuration".
- Q5746176 depiction Hesse_configuration.svg.