Original scientific paper

An improved method for establishing Fuss’ relations for bicentric n-gons where n ≥ 4 is an even integer

Mirko Radić ; University of Rijeka, Department of Mathematics, 51000 Rijeka, Radmile Matejčić 2, Croatia

Abstract

In [7] we have given one relatively simple and practical
method for establishing Fuss’ relations for bicentric n-gons where n ≥ 3
is an odd integer. In the present article we give one relatively simple and practical method for establishing Fuss’ relations for bicentric n-gon where n ≥ 4 is an even integer. In [7] the rotation numbers for bicentric n-gons have the key role, while in the present article tangent lengths of bicentric n-gons have the key role. So in the present article is described an algorithm to obtain Fuss’ relation for bicentric n-gons where n ≥ 4 is an even integer.
Several yet unknown Fuss’ relations are established.

Keywords

Bicentric polygon; Fuss’ relations

Hrčak ID:

127655

URI

https://hrcak.srce.hr/127655

Publication date:

30.9.2014.

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