This supplement provides some examples of MoebInv usage
which generate attractive graphic output. This is mainly due to
symmetries and fractal structures. Consequently these notebooks can be
computationally demanding.
Reflections in cycles Kleinian group generated by reflections in cycles. ⚙CoLab or 👁 HTML view
Filling gaps Use recursive inversions to fill circular holes in the plane. ⚙CoLab or 👁 HTML view
Reflections in cycles Modular group SL(2, Z) action generated by shifts and an inversion. ⚙CoLab or 👁 HTML view