engleski

Some inequalities concerning the existence of $(k, \lambda, l)$-chordal polygons

The paper deals with some inequalities concerning the existence of $k$-chordal polygons and its generalizated variant, the $(k, \lambda, l)$-chordal polygons, i.e. the $k$-chordal polygons which sides $a_1, \cdots, a_n$ have the property that $a_1^\lambda, \cdots, a_n^\lambda$ are the side lengths of an another $l$-chordal polygons.

Inequality; $k$-chordal polygon; $(k; \lambda; l)$/chordal polygon

nije evidentirano