Images of circles, lines, balls and half-planes under Mobius transformations
Mateusz Krukowski

TL;DR
This paper investigates how Mobius transformations map geometric objects like circles, lines, balls, and half-planes, providing insights into their geometric properties and transformations.
Contribution
It offers a detailed analysis of the images of various geometric objects under Mobius transformations, highlighting their properties and behaviors.
Findings
Characterization of images of circles and lines under Mobius transformations
Descriptions of how balls and half-planes are transformed
Insights into the geometric invariants preserved by Mobius transformations
Abstract
In the paper, we study the images of circles, lines, balls and half-planes under Mobius transformations.
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