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Gossard perspector

In geometry the Gossard perspector (also called the Zeeman–Gossard perspector) is a special point associated with a plane triangle. It is a triangle center and it is designated as X(402) in Clark Kimberling's Encyclopedia of Triangle Centers. The point was named Gossard perspector by John Conway in 1998 in honour of Harry Clinton Gossard who discovered…

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Generalizations

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Gossard perspector

Nodes23
Edges22
Triples62
Avg. degree1.91
Density0.086957
Components1

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Gossard perspector

Top relations

related to Dao's Generalisation · 37
Gossard perspector → A0, AB, ABC, AHAO, AO, B0, B0AH, B0AO, BC, BH, BHBO, BO, C0, C0AH, C0AO, CA, CH, CHCO, CO, Dao Thanh Oai
related to Properties · 13
Gossard perspector → AB, ABC, AgBg, Any, BC, BgCg, CA, CgAg, Euler, Gossard, Let AgBgCg, The, The Gossard
related to Gossard perspector · 9
Gossard perspector → AAg, ABC, AgBgCg, BBg, CCg, Gossard, Let ABC, The, Then
related to Trilinear coordinates · 3
Gossard perspector → ABC, Gossard, The

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Important terminology

triangle gossard abc perspector line point parallel euler zeeman congruent encyclopedia centers agbgcg lines a'b'c' result generalization dao's plane sidelines

Entity relationships Subject–Predicate–Object triples

SubjectPredicateObjectConfidenceSrc
Gossard perspectorrelated to Dao's GeneralisationThe0.60section
Gossard perspectorrelated to Dao's GeneralisationDao Thanh Oai0.60section
Gossard perspectorrelated to Dao's GeneralisationLet ABC0.60section
Gossard perspectorrelated to Dao's GeneralisationLet0.60section
Gossard perspectorrelated to Dao's GeneralisationHO0.60section
Gossard perspectorrelated to Dao's GeneralisationBC0.60section
Gossard perspectorrelated to Dao's GeneralisationCA0.60section
Gossard perspectorrelated to Dao's GeneralisationAB0.60section
Gossard perspectorrelated to Dao's GeneralisationA00.60section
Gossard perspectorrelated to Dao's GeneralisationB00.60section
Gossard perspectorrelated to Dao's GeneralisationC00.60section
Gossard perspectorrelated to Dao's GeneralisationLet AH0.60section

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