Hausdorff morphs with fewer components 

We introduce two geometry-based morphing techniques that build upon the existing Voronoi and mixed morphs. These morphs are Hausdorff morphs, meaning they linearly interpolate the Hausdorff distance between the two polygons. Our new morphs are also Hausdorff morphs, and additionally reduce the number of components in intermediate shapes. In an experimental analysis we record data on the area, perimeter and total angular change throughout the morph, and the number of holes and components. Our new morphs perform better in these aspects than their original counterparts and the new component-reduced mixed morph also appears to introduce fewer visual artifacts in the intermediate polygons.