Abstract
In this paper, we present an algorithmic approach to obtain a large subset of all possible 2D meander patterns with
a simple remeshing algorithm. Our algorithm is basically a remeshing that can be applied to any polygonal mesh
to produce 2D meander patterns. The algorithm, when applied to regular (4;4) tiling pattern, provides the original
meander pattern invented by Dujam Ivani˘sevi´c. Moreover, since these meander patterns are obtained by a remeshing
algorithm, by changing parameters it is possible to control the local properties of the pattern for creating illustrations
drawn with meander patterns.
