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- No-three-in-line_problem abstract "In mathematics, in the area of discrete geometry, the no-three-in-line-problem, introduced by Henry Dudeney in 1917, asks for the maximum number of points that can be placed in the n × n grid so that no three points are collinear. This number is at most 2n, since if 2n + 1 points are placed in the grid some row will contain three points.".
- No-three-in-line_problem thumbnail No-three-in-line.svg?width=300.
- No-three-in-line_problem wikiPageExternalLink Felsner+2003.7.4.pdf.
- No-three-in-line_problem wikiPageExternalLink mathgames_04_11_05.html.
- No-three-in-line_problem wikiPageExternalLink readme.html.
- No-three-in-line_problem wikiPageID "2252579".
- No-three-in-line_problem wikiPageRevisionID "587992881".
- No-three-in-line_problem hasPhotoCollection No-three-in-line_problem.
- No-three-in-line_problem title "No-Three-in-a-Line-Problem".
- No-three-in-line_problem urlname "No-Three-in-a-Line-Problem".
- No-three-in-line_problem subject Category:Combinatorics.
- No-three-in-line_problem subject Category:Conjectures.
- No-three-in-line_problem subject Category:Lattice_points.
- No-three-in-line_problem subject Category:Mathematical_problems.
- No-three-in-line_problem type Abstraction100002137.
- No-three-in-line_problem type Attribute100024264.
- No-three-in-line_problem type Cognition100023271.
- No-three-in-line_problem type Concept105835747.
- No-three-in-line_problem type Condition113920835.
- No-three-in-line_problem type Conjectures.
- No-three-in-line_problem type Content105809192.
- No-three-in-line_problem type Difficulty114408086.
- No-three-in-line_problem type Hypothesis105888929.
- No-three-in-line_problem type Idea105833840.
- No-three-in-line_problem type MathematicalProblems.
- No-three-in-line_problem type Problem114410605.
- No-three-in-line_problem type PsychologicalFeature100023100.
- No-three-in-line_problem type Speculation105891783.
- No-three-in-line_problem type State100024720.
- No-three-in-line_problem comment "In mathematics, in the area of discrete geometry, the no-three-in-line-problem, introduced by Henry Dudeney in 1917, asks for the maximum number of points that can be placed in the n × n grid so that no three points are collinear. This number is at most 2n, since if 2n + 1 points are placed in the grid some row will contain three points.".
- No-three-in-line_problem label "No-three-in-line problem".
- No-three-in-line_problem sameAs m.06zd1q.
- No-three-in-line_problem sameAs Q6580594.
- No-three-in-line_problem sameAs Q6580594.
- No-three-in-line_problem sameAs No-three-in-line_problem.
- No-three-in-line_problem wasDerivedFrom No-three-in-line_problem?oldid=587992881.
- No-three-in-line_problem depiction No-three-in-line.svg.
- No-three-in-line_problem isPrimaryTopicOf No-three-in-line_problem.
