@article {60, title = {The quantization of the Cantor distribution}, journal = {Math. Nachrichten}, volume = {183}, year = {1997}, pages = {113-133}, abstract = {For a real-valued random variable whose distribution is the classical Cantor probability, the $n$-quantization error and the $n$-optimal quantization rules are calculated for every natural number $n$. Moreover, the connection between the rate of convergence of the logarithms of the quantization errors for $n$ going to infinity and the Hausdorff dimension of the Cantor set is indicated.}, keywords = {Cantor distribution, quantization}, author = {Harald Luschgy and Siegfried Graf} }