We study the distribution modulo m of the convergents associated with the d-dimensional Jacobi-Perron algorithm for a.e. real numbers in (0, 1)d by proving the ergodicity of a skew product of the Jacobi-Perron transformation; this skew product was initially introduced in  for regular continued fractions.
|Number of pages||17|
|Publication status||Published - 2006 Jun 19|
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