A generalisation of the Spieker circle and Nagel line

Many a famous mathematician and scientist have described how their first encounter with Euclidean geometry was the defining moment in their future careers. Some of the most well known are probably Isac Newton and Albert Einstein. Often these encounters in early adolescence have been poetically descr...

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Main Author:	Michael de Villiers
Format:	Article
Language:	English
Published:	AOSIS 2006-10-01
Series:	Pythagoras
Online Access:	https://pythagoras.org.za/index.php/pythagoras/article/view/106

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spelling	doaj-76fdb48e91c84c019937a70003d258192020-11-24T22:17:05ZengAOSISPythagoras1012-23462223-78952006-10-01063303710.4102/pythagoras.v0i63.10682A generalisation of the Spieker circle and Nagel lineMichael de Villiers0University of KwaZulu-NatalMany a famous mathematician and scientist have described how their first encounter with Euclidean geometry was the defining moment in their future careers. Some of the most well known are probably Isac Newton and Albert Einstein. Often these encounters in early adolescence have been poetically described as passionate love affairs.https://pythagoras.org.za/index.php/pythagoras/article/view/106
collection	DOAJ
language	English
format	Article
sources	DOAJ
author	Michael de Villiers
spellingShingle	Michael de Villiers A generalisation of the Spieker circle and Nagel line Pythagoras
author_facet	Michael de Villiers
author_sort	Michael de Villiers
title	A generalisation of the Spieker circle and Nagel line
title_short	A generalisation of the Spieker circle and Nagel line
title_full	A generalisation of the Spieker circle and Nagel line
title_fullStr	A generalisation of the Spieker circle and Nagel line
title_full_unstemmed	A generalisation of the Spieker circle and Nagel line
title_sort	generalisation of the spieker circle and nagel line
publisher	AOSIS
series	Pythagoras
issn	1012-2346 2223-7895
publishDate	2006-10-01
description	Many a famous mathematician and scientist have described how their first encounter with Euclidean geometry was the defining moment in their future careers. Some of the most well known are probably Isac Newton and Albert Einstein. Often these encounters in early adolescence have been poetically described as passionate love affairs.
url	https://pythagoras.org.za/index.php/pythagoras/article/view/106
work_keys_str_mv	AT michaeldevilliers ageneralisationofthespiekercircleandnagelline AT michaeldevilliers generalisationofthespiekercircleandnagelline
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A generalisation of the Spieker circle and Nagel line

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