The modified Jacobi-Perron algorithm over \(\mathbb F_q (X)^d\)
The authors study a modified multidimensional continued fraction algorithm, called Brun's algorithm, over the set of formal power series with coefficients in a finite field. In particular, they study the rate of convergence with respect to the \(d\)-fold product of the Haar measure.
scientific article; zbMATH DE number 2063681