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- Erdős_distinct_distances_problem abstract "In discrete geometry, the Erdős distinct distances problem states that between n distinct points on a plane there are at least n1 − o(1) distinct distances. It was posed by Paul Erdős in 1946. In a 2010 preprint, Larry Guth and Nets Hawk Katz announced a solution.".
- Erdős_distinct_distances_problem wikiPageID "30193394".
- Erdős_distinct_distances_problem wikiPageRevisionID "606795958".
- Erdős_distinct_distances_problem subject Category:Conjectures.
- Erdős_distinct_distances_problem subject Category:Discrete_geometry.
- Erdős_distinct_distances_problem subject Category:Paul_Erdős.
- Erdős_distinct_distances_problem comment "In discrete geometry, the Erdős distinct distances problem states that between n distinct points on a plane there are at least n1 − o(1) distinct distances. It was posed by Paul Erdős in 1946. In a 2010 preprint, Larry Guth and Nets Hawk Katz announced a solution.".
- Erdős_distinct_distances_problem label "Erdős distinct distances problem".
- Erdős_distinct_distances_problem label "Problème des distances distinctes d'Erdős".
- Erdős_distinct_distances_problem label "Гипотеза Эрдёша о числе различных расстояний".
- Erdős_distinct_distances_problem sameAs Erd%C5%91s_distinct_distances_problem.
- Erdős_distinct_distances_problem sameAs Problème_des_distances_distinctes_d'Erdős.
- Erdős_distinct_distances_problem sameAs Q3406261.
- Erdős_distinct_distances_problem sameAs Q3406261.
- Erdős_distinct_distances_problem wasDerivedFrom Erdős_distinct_distances_problem?oldid=606795958.