Schläfli double six
In geometry, the Schläfli double six is a configuration of 30 points and 12 lines, introduced by Schläfli . The lines of the configuration can be partitioned into two subsets of six lines: each line is disjoint from (skew with) the lines in its own subset of six lines, and intersects all but one of the lines in the other subset of six lines. Each of the 12 lines of the configuration contains five intersection points, and each of these 30 intersection points belongs to exactly two lines, one from each subset, so in the notation of configurations the Schläfli double six is written 125302.
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Configuration (geometry)Cremona–Richmond configurationCrown graphCubic surfaceDouble SixGlossary of classical algebraic geometryIncidence geometryJohn Dougall (mathematician)Ludwig SchläfliQuadrisecantSchlafli configurationSchlafli double-sixSchlafli double sixSchläfli Double SixesSchläfli configurationSchläfli double-sixSchläfli double sixesSchläfli graph
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Schläfli double six
In geometry, the Schläfli double six is a configuration of 30 points and 12 lines, introduced by Schläfli . The lines of the configuration can be partitioned into two subsets of six lines: each line is disjoint from (skew with) the lines in its own subset of six lines, and intersects all but one of the lines in the other subset of six lines. Each of the 12 lines of the configuration contains five intersection points, and each of these 30 intersection points belongs to exactly two lines, one from each subset, so in the notation of configurations the Schläfli double six is written 125302.
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In geometry, the Schläfli doub ...... double six is written 125302.
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Двойная шестёрка Шлефли — это ...... лефли обозначается как 125302.
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Ludwig Schläfli
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Schläfli
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p.115
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Double Sixes
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DoubleSixes
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In geometry, the Schläfli doub ...... double six is written 125302.
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Двойная шестёрка Шлефли — это ...... лефли обозначается как 125302.
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Schläfli double six
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Двойная шестёрка Шлефли
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