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Title: Triangle Centers
Url: http://faculty.evansville.edu/ck6/tcenters/index.html
Creator: Kimberling, Clark, 1942-
Publisher: University of Evansville
Description: A listing, with description and illustration, of 20th-century triangle centers (including: Schiffler Point, Exeter Point, Parry Point, congruent isoscelizers point, Yff Center of Congruence, isoperimetric point and equal detour point, Ajima-Malfatti Points, Apollonius Point, Morley Centers, Hofstadter Points, and equal parallelians points) and some classical triangle centers (including: centroid, incenter, circumcenter, orthocenter, Fermat Point, nine-point center, symmedian (or Lemoine) point, Gergonne point, Nagel point, Mittenpunkt, Spieker center, Feuerbach point, isodynamic points, and Napoleon points), as well as other references (to print works) and a list of journals that frequently publish items of interest to triangle geometers.
LC Classification: Science -- Mathematics -- Geometry -- Analytic geometry -- Straight line and circle. Triangle
Science -- Mathematics -- Geometry -- Elementary geometry -- Study and teaching. Research
GEM Subject: Mathematics
Mathematics -- Instructional issues
Mathematics -- Geometry
Key Concept: Mathematics -- Points
Mathematics -- Triangles
Key Concepts Complete: Yes
Resource Type: Mathematics Materials
Overviews
Reading Materials
Reference
Text (DCMI Type Vocabulary)
Format: html
Audience: College/University Instructors
Higher Education
Secondary Education
Students
Teachers
Technical School First Cycle
Technical School Second Cycle
University First Cycle
University Second Cycle
Vocational Training
Language: English
Access Rights: Free access
Subject: Triangles and Other Polygons
Date Of Record Release: 2008-09-22 03:00:02 (W3C-DTF)
Date Last Modified: 2008-09-18 12:09:49 (W3C-DTF)
Source: Math Forum
Full Record Views: 115
Resource URL Clicks: 6
Cumulative Rating: NOT YET RATED
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