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# was also introduced in [15] for the univariate case. we give it for the multivariate case. A numerical vector seauence z, with components z = k = 0 K — 1, is N -stationary if the component sequences

DOI link for was also introduced in [15] for the univariate case. we give it for the multivariate case. A numerical vector seauence z, with components z = k = 0 K — 1, is N -stationary if the component sequences

was also introduced in [15] for the univariate case. we give it for the multivariate case. A numerical vector seauence z, with components z = k = 0 K — 1, is N -stationary if the component sequences book

# was also introduced in [15] for the univariate case. we give it for the multivariate case. A numerical vector seauence z, with components z = k = 0 K — 1, is N -stationary if the component sequences

DOI link for was also introduced in [15] for the univariate case. we give it for the multivariate case. A numerical vector seauence z, with components z = k = 0 K — 1, is N -stationary if the component sequences

was also introduced in [15] for the univariate case. we give it for the multivariate case. A numerical vector seauence z, with components z = k = 0 K — 1, is N -stationary if the component sequences book