The advantage of the new representations is that only a single integral computation is needed to evaluate the PDF and CDF for an arbitrary number of dimensions.
Jun 30, 2011 · The new representations are used to numerically evaluate the outage probability of multiple input multiple output systems with receiver antenna ...
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Novel Representations for the Equicorrelated Multivariate Non-Central Chi-Square Distribution and Applications to MIMO Systems in Correlated Rician Fading.
The new representations are used to numerically evaluate the outage probability of multiple input multiple output systems with receiver antenna selection, ...
Jun 20, 2021 · Our main, novel, result is that a certain non-central chi-squared mixture of non-central chi-squared distributions is itself a scaled non-central chi-squared ...
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Novel representations for the multivariate non-central chi-square distribution with constant correlation and applications · Kasun T. HemachandraN. Beaulieu.
. . . . . . . . . . . . . . . 32. 3 New Representations for the Multivariate Non-Central Chi-Square Distribu- tion With Constant Correlation. 33. 3.1 ...
Novel representations for the equicorrelated multivariate non-central chi-square distribution and applications to MIMO systems in correlated Rician fading.
Three classes of expansions for the distribution function of the χk2(d, R)-distribution are given, where k denotes the dimension, d the degree of freedom, ...
Abstract—This paper derives a new infinite series representa- tion for the trivariate Non-central chi-squared distribution when the underlying correlated ...
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