Infinite series representations of the bivariate Rayleigh and Nakagami-m distributions
CC Tan, NC Beaulieu - IEEE Transactions on Communications, 1997 - ieeexplore.ieee.org
CC Tan, NC Beaulieu
IEEE Transactions on Communications, 1997•ieeexplore.ieee.orgDespite the usefulness of the bivariate (correlated) Nakagami-m cumulative distribution
function (cdf) in communications systems analysis, an infinite series for the computation of
this function is not known. In this letter, an infinite series representation of the bivariate cdf is
derived. Bounds on the error resulting from truncation of the infinite series are also derived.
function (cdf) in communications systems analysis, an infinite series for the computation of
this function is not known. In this letter, an infinite series representation of the bivariate cdf is
derived. Bounds on the error resulting from truncation of the infinite series are also derived.
Despite the usefulness of the bivariate (correlated) Nakagami-m cumulative distribution function (cdf) in communications systems analysis, an infinite series for the computation of this function is not known. In this letter, an infinite series representation of the bivariate cdf is derived. Bounds on the error resulting from truncation of the infinite series are also derived.
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