Complements to Classic Topics of Circles Geometry

TL;DR

This paper revisits classical circle geometry, providing new results that reveal ongoing research potential and demonstrate that traditional mathematics still holds many undiscovered aspects.

Contribution

It introduces original findings in classical circle geometry, highlighting the open and evolving nature of this mathematical field.

Findings

New results in classical circle geometry

Demonstrates ongoing research potential in traditional topics

Highlights unexplored aspects of classical mathematics

Abstract

We approach several themes of classical geometry of the circle and complete them with some original results, showing that not everything in traditional math is revealed, and that it still has an open character. The topics were chosen according to authors aspiration and attraction, as a poet writes lyrics about spring according to his emotions.