About: De Longchamps point

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In geometry, the de Longchamps point of a triangle is a triangle center named after French mathematician Gaston Albert Gohierre de Longchamps. It is the reflection of the orthocenter of the triangle about the circumcenter.

Attributes	Values
rdf:type	yago:WikicatTriangleCenters yago:Area108497294 yago:Center108523483 yago:Location100027167 yago:Object100002684 yago:PhysicalEntity100001930 yago:Region108630985 yago:YagoGeoEntity yago:YagoLegalActorGeo yago:YagoPermanentlyLocatedEntity building
rdfs:label	نقطة دي لونغشام (ar) Longchamps-Punkt (de) De Longchamps point (en) Point de Longchamps (fr) Punto di de Longchamps (it) ド・ロンシャン点 (ja) Punt van De Longchamps (nl)
rdfs:comment	في الهندسة الرياضية، نقطة دي لونغشام (بالإنجليزية: de Longchamps point)‏ لمثلث هي انعكاس مركز ثقل المثلث حول المركز المحيطي.تكون هذه النقطة على استقامة واحدة مع مركز ثقل المثلث والمركز المحيطي. (ar) Der Longchamps-Punkt (Punkt von De Longchamps), benannt nach dem französischen Mathematiker (1842–1906), gehört zu den ausgezeichneten Punkten eines Dreiecks. Er ist definiert als der Spiegelpunkt (L) des Höhenschnittpunkts (H) am Umkreismittelpunkt (U). (de) In geometry, the de Longchamps point of a triangle is a triangle center named after French mathematician Gaston Albert Gohierre de Longchamps. It is the reflection of the orthocenter of the triangle about the circumcenter. (en) cercle de Longchamps Dans la géométrie du triangle, le point de Longchamps d'un triangle est un élément du triangle nommé d'après le mathématicien français Gaston Albert Gohierre de Longchamps. Il peut être vu comme l'image de l'orthocentre du triangle par rapport au centre du cercle circonscrit. Son nombre de Kimberling est X(20). (fr) In geometria il punto di de Longchamps, che prende il nome dal matematico francese , è il punto simmetrico all'ortocentro di un triangolo rispetto al circocentro. Il punto di de Longchamps è anche l'ortocentro del e il punto d'intersezione tra la retta di Eulero e la retta di Soddy. (it) ド・ロンシャン点（ド・ロンシャンてん、de Longchamps Point）は、幾何学用語のひとつ。三角形の外心に対して、垂心と対称な点のこと。 (ja) Het punt van De Longchamps is het driehoekscentrum met Kimberlingnummer X(20). (nl)
foaf:depiction
dct:subject	Triangle centers
Wikipage page ID	14593776 (xsd:integer)
Wikipage revision ID	1013992142 (xsd:integer)
Link from a Wikipage to another Wikipage	Triangle centers Incenter Gaston Albert Gohierre de Longchamps Circumcenter Geometry Gergonne point Orthocenter Semiperimeter Centroid Nine-point circle Point reflection Isogonal conjugate Triangle center Homothetic center Darboux cubic Anticomplementary triangle Euler line Excenter dbr:Steiner_circle
sameAs	De Longchamps point De Longchamps point De Longchamps point De Longchamps point De Longchamps point De Longchamps point De Longchamps point De Longchamps point De Longchamps point De Longchamps point
dbp:wikiPageUsesTemplate	dbt:Mathworld dbt:Reflist dbt:Lowercase
thumbnail	wiki-commons:Special:FilePath/De_Longchamps_point.svg?width=300
title	de Longchamps Point (en)
urlname	deLongchampsPoint (en)
has abstract	في الهندسة الرياضية، نقطة دي لونغشام (بالإنجليزية: de Longchamps point)‏ لمثلث هي انعكاس مركز ثقل المثلث حول المركز المحيطي.تكون هذه النقطة على استقامة واحدة مع مركز ثقل المثلث والمركز المحيطي. (ar) Der Longchamps-Punkt (Punkt von De Longchamps), benannt nach dem französischen Mathematiker (1842–1906), gehört zu den ausgezeichneten Punkten eines Dreiecks. Er ist definiert als der Spiegelpunkt (L) des Höhenschnittpunkts (H) am Umkreismittelpunkt (U). (de) In geometry, the de Longchamps point of a triangle is a triangle center named after French mathematician Gaston Albert Gohierre de Longchamps. It is the reflection of the orthocenter of the triangle about the circumcenter. (en) cercle de Longchamps Dans la géométrie du triangle, le point de Longchamps d'un triangle est un élément du triangle nommé d'après le mathématicien français Gaston Albert Gohierre de Longchamps. Il peut être vu comme l'image de l'orthocentre du triangle par rapport au centre du cercle circonscrit. Son nombre de Kimberling est X(20). (fr) In geometria il punto di de Longchamps, che prende il nome dal matematico francese , è il punto simmetrico all'ortocentro di un triangolo rispetto al circocentro. Il punto di de Longchamps è anche l'ortocentro del e il punto d'intersezione tra la retta di Eulero e la retta di Soddy. (it) ド・ロンシャン点（ド・ロンシャンてん、de Longchamps Point）は、幾何学用語のひとつ。三角形の外心に対して、垂心と対称な点のこと。 (ja) Het punt van De Longchamps is het driehoekscentrum met Kimberlingnummer X(20). (nl)
gold:hypernym	Center
prov:wasDerivedFrom	wikipedia-en:De_Longchamps_point?oldid=1013992142&ns=0
page length (characters) of wiki page	5648 (xsd:nonNegativeInteger)
foaf:isPrimaryTopicOf	wikipedia-en:De_Longchamps_point
is Link from a Wikipage to another Wikipage of	Encyclopedia of Triangle Centers Bevan point Gaston Albert Gohierre de Longchamps Concurrent lines Collinearity De Longchamps Point GEOS circle Nine-point hyperbola Cubic plane curve Soddy line Trilinear coordinates Euler line List of triangle topics
is Wikipage redirect of	De Longchamps Point
is foaf:primaryTopic of	wikipedia-en:De_Longchamps_point

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