Problems related to a de Bruijn–Erdös theorem

Type: Article

Publication Date: 2007-06-05

Citations: 49

DOI: https://doi.org/10.1016/j.dam.2007.05.036

Locations

  • Discrete Applied Mathematics - View

Similar Works

Action Title Year Authors
+ Problems related to a de Bruijn - Erdős theorem 2006 Xiaohong Chen
Vašek Chvátal
+ Problems related to a de Bruijn - Erd\H{o}s theorem 2006 Xiaohong Chen
Vašek Chvátal
+ PDF Chat A de Bruijn - Erdos theorem and metric spaces 2011 Ehsan Chiniforooshan
Vašek Chvátal
+ A de Bruijn - Erdős theorem and metric spaces 2009 Ehsan Chiniforooshan
Vašek Chvátal
+ PDF Chat A De Bruijn–Erdős Theorem for Chordal Graphs 2015 Laurent Beaudou
Adrian Bondy
Xiaohong Chen
Ehsan Chiniforooshan
Maria Chudnovsky
Vašek Chvátal
Nicolás Fraiman
Yori Zwólš
+ PDF Chat A De Bruijn–Erdős theorem for chordal graphs 2015 Laurent Beaudou
Adrian Bondy
Xiaohong Chen
Ehsan Chiniforooshan
Maria Chudnovsky
Vasek Chvâtal
Nicolás Fraiman
Yori Zwólš
+ A De Bruijn-Erdos theorem for 1-2 metric spaces 2012 Vašek Chvátal
+ A De Bruijn-Erdos theorem for 1-2 metric spaces 2012 Vašek Chvátal
+ A De Bruijn-Erdos theorem for chordal graphs 2012 Laurent Beaudou
Adrian Bondy
Xiaohong Chen
Ehsan Chiniforooshan
Maria Chudnovsky
Vasek Chvâtal
Nicolás Fraiman
yori Zwols
+ On a Generalization of the de Bruijn-Erdos Theorem 2014 Cathryn Supko
+ Towards a de Bruijn-Erd\H os theorem in the $L_1$-metric 2012 Ida Kantor
Balázs Patkós
+ A de Bruijn - Erd\H{o}s theorem and metric spaces 2009 Ehsan Chiniforooshan
Vašek Chvátal
+ De Bruijn-Erdős type theorems for graphs and posets 2015 Pierre Aboulker
Guillaume Lagarde
David Malec
Abhishek Methuku
Casey Tompkins
+ De Bruijn-Erd\H{o}s type theorems for graphs and posets 2015 Pierre Aboulker
Guillaume Lagarde
David Malec
Abhishek Methuku
Casey Tompkins
+ Erdős - Szekeres Theorem for Lines 2013 Imre Bárány
Edgardo Roldán-Pensado
Gézá Tóth
+ A de Bruijn and Erdös property in quasi-metric spaces with four points 2023 Gabriela Araujo‐Pardo
Martı́n Matamala
José Zamora
+ Towards a de Bruijn-Erdý os Theorem in the L1-Metric 2013 Ida Kantor
Balázs Patkós
+ Distinct Angle Problems and Variants 2021 Henry L. Fleischmann
Hongyi B. Hu
Faye Jackson
Steven J. Miller
Eyvindur A. Palsson
Ethan Pesikoff
Charles Wolf
+ On distinct distances among points in general position and other related problems. 2008 Adrian Dumitrescu
+ Erd\H{o}s - Szekeres Theorem for Lines 2013 Imre Bárány
Edgardo Roldán-Pensado
Gézá Tóth

Works That Cite This (38)

Action Title Year Authors
+ Graphs with no induced house nor induced hole have the de Bruijn-Erdős property. 2020 Pierre Aboulker
Laurent Beaudou
Martı́n Matamala
José Zamora
+ Towards a de Bruijn-Erd\H os theorem in the $L_1$-metric 2012 Ida Kantor
Balázs Patkós
+ The Chen–Chvátal conjecture for metric spaces induced by distance-hereditary graphs 2014 Pierre Aboulker
Rohan Kapadia
+ Nordhaus–Gaddum-type problems for lines in hypergraphs 2015 Xiaohong Chen
Peihan Miao
+ Lines in hypergraphs 2013 Laurent Beaudou
Adrian Bondy
Xiaohong Chen
Ehsan Chiniforooshan
Maria Chudnovsky
Vašek Chvátal
Nicolás Fraiman
Yori Zwólš
+ A de Bruijn–Erdös Theorem for <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" display="inline" id="d1e20" altimg="si6.svg"><mml:mrow><mml:mo>(</mml:mo><mml:mi>q</mml:mi><mml:mo>,</mml:mo><mml:mi>q</mml:mi><mml:mo linebreak="goodbreak" linebreakstyle="after">−</mml:mo><mml:mn>4</mml:mn><mml:mo>)</mml:mo></mml:mrow></mml:math>-graphs 2019 Rainer Schräder
Lukas Stenmans
+ PDF Chat Chen and Chvátal’s conjecture in tournaments 2021 Gabriela Araujo‐Pardo
Martı́n Matamala
+ PDF Chat Betweenness structures of small linear co-size 2022 Péter G. N. Szabó
+ Graphs with no induced house nor induced hole have the de Bruijn–Erdös property 2022 Pierre Aboulker
Laurent Beaudou
Martı́n Matamala
José Zamora
+ Corona metric spaces: Basic properties, universal lines, and the metric dimension 2022 Juan A. Rodríguez‐Velázquez