FROM THE HYPERBOLIC DISTANCE TO THE HYPERBOLIC LENGTH

Miljan Knežević, Marek Svetlik

Abstract


In this paper we show one way to define the hyperbolic length of
a curve in the unit disc. We start from the hyperbolic distance of two points
and via the hyperbolic lengths of the inscribed hyperbolic polygonal lines we
arrive at the formula for calculating the hyperbolic length of the $C^1$ curve in
a natural way.


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