ABSTRACT 1: In it is reported an elementary geometric inequality due to Erdös and then proved by others as well. As far as I know, all the different proof are either synthetic or trigonometric. In this short paper an analytical proof is given. ABSTRACT 2: In this short note we prove by analytic way an elementary geometric inequality of Erdös.
An Inequality of Erdös revisited / Goldoni, Luca. - (2013).
An Inequality of Erdös revisited
Goldoni, Luca
2013-01-01
Abstract
ABSTRACT 1: In it is reported an elementary geometric inequality due to Erdös and then proved by others as well. As far as I know, all the different proof are either synthetic or trigonometric. In this short paper an analytical proof is given. ABSTRACT 2: In this short note we prove by analytic way an elementary geometric inequality of Erdös.File in questo prodotto:
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