by **
C. Richter**

**Preprint series:** 10-04, Reports on Algebra and Geometry

**Preprint series:**
Reports on Algebra and Geometry

**MSC:**- 52C20 Tilings in $2$ dimensions [See also 05B45, 51M20]

**Abstract:** A polygon in ${\mathbb R}^2$ is called $k$-self-affine

if it can be dissected into $k$ affine images of itself.

Hertel [2] presents two families of $3$-self-affine convex

quadrangles. We give more examples.

**Keywords:** *convex quadrangle, self-affine, tiling*

**Upload:** 2010-08-02

**Update:** 2010 -08 -02

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