The Riemann mapping theorem guarantees that there is a conformal map from the unit disk to any simply-connected region in the plane; in the case of a polygon, this map is realized by a Schwarz–Christoffel mapping. This piece shows the image of the unit circle under the mapping to the equilateral triangle.
Edition of 5; signed and numbered.
Paper size: 12” × 9” (approx. 30 cm × 23 cm).
Plotted with an AxiDraw V3, using archival Noodlers ink from a Rotring 600 fountain pen on archival Fabriano Bristol paper.