 Having  a universal procedure for generating tile morphologies at hand , we compare strictly aperiodic and stochastic sets of the same cardinality in terms of reducing the artificial periodicity in reconstructed microstructural samples , and demonstrate the superiority of the vertex-defined tile sets for two-dimensional problems .
<coherence>  Having  a universal procedure for generating tile morphologies at hand , we compare strictly aperiodic and stochastic sets of the same cardinality in terms of reducing the artificial periodicity in reconstructed microstructural samples , and demonstrate the superiority of the vertex-defined tile sets for two-dimensional problems .
 Having a universal procedure for generating tile morphologies at hand , we compare strictly aperiodic and stochastic sets of the same cardinality in terms of reducing the artificial periodicity in reconstructed microstructural samples . We demonstrate the superiority of the vertex-defined tile sets for two-dimensional problems .