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products/Sources/formale Sprachen/GAP/pkg/fining/examples/include/ (Algebra von RWTH Aachen Version 4.15.1^©) Datei vom 27.6.2023 mit Größe 9 kB

Quelle incgeom_list.include Sprache: unbekannt

Spracherkennung für: .include vermutete Sprache: Unknown {[0] [0] [0]} [Methode: Schwerpunktbildung, einfache Gewichte, sechs Dimensionen]

gap> pg := PG(2,2);
ProjectiveSpace(2, 2)
gap> List(Points(pg));
[ <a point in ProjectiveSpace(2, 2)>, <a point in ProjectiveSpace(2, 2)>,
  <a point in ProjectiveSpace(2, 2)>, <a point in ProjectiveSpace(2, 2)>,
  <a point in ProjectiveSpace(2, 2)>, <a point in ProjectiveSpace(2, 2)>,
  <a point in ProjectiveSpace(2, 2)> ]
gap> List(Lines(pg));
[ <a line in ProjectiveSpace(2, 2)>, <a line in ProjectiveSpace(2, 2)>,
  <a line in ProjectiveSpace(2, 2)>, <a line in ProjectiveSpace(2, 2)>,
  <a line in ProjectiveSpace(2, 2)>, <a line in ProjectiveSpace(2, 2)>,
  <a line in ProjectiveSpace(2, 2)> ]
gap> ps := ParabolicQuadric(6,2);
Q(6, 2)
gap> lines := List(Lines(ps));
[ <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)>,
  <a line in Q(6, 2)>, <a line in Q(6, 2)>, <a line in Q(6, 2)> ]
gap> time;
3661
gap> Size(lines);
315