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A Minkowski (pseudo-Euclidean) plane is a real affine plane where the metric is introduced by an absolute {;f, F1, F2};, where f is the line at infinity of affine plane and F1, F2 are two real points lying on it. In this paper a notion of curve circularity is introduced in Minkowski plane. As a novelty the equiform classification of conics is given by synthetic method on the base of the analytic background. Also, we define quadratic transformation called M-inversion and investigate some of its properties.
Minkowskische Ebene; Zirkularitätsgrad der Kurve; M-Inversion; Kegelschnitte
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