A one-sided spatially-correlated multi-cluster scattering Rayleigh MIMO channel is considered in this work and its outage probability is derived in an analytic form based on Meijer function determinants. First, the spatially-uncorrelated case is addressed and the Moment Generating Function (MGF) of the information rate is expressed in an analytic closed-form. The MGF is then used to obtain the outage probability. A few special cases are addressed to provide a confirmation of the analytic results. Next, the MGF in the one-sided spatially correlated case is derived with the constraint of distinct positive spatial correlation eigenvalues. Numerical results are included to provide confirming evidence of the analytic results. These results are then used to assess the outage probability degradation due to spatial correlation in a selected example
Outage Information Rate of Spatially Correlated Multi-Cluster Scattering MIMO Channels / Taricco, G.; Alfano, G.. - ELETTRONICO. - (2017), pp. 551-555. (Intervento presentato al convegno IEEE ISIT 2017 tenutosi a Aachen (D)) [10.1109/ISIT.2017.8006588].
Outage Information Rate of Spatially Correlated Multi-Cluster Scattering MIMO Channels
G. Taricco;G. Alfano
2017
Abstract
A one-sided spatially-correlated multi-cluster scattering Rayleigh MIMO channel is considered in this work and its outage probability is derived in an analytic form based on Meijer function determinants. First, the spatially-uncorrelated case is addressed and the Moment Generating Function (MGF) of the information rate is expressed in an analytic closed-form. The MGF is then used to obtain the outage probability. A few special cases are addressed to provide a confirmation of the analytic results. Next, the MGF in the one-sided spatially correlated case is derived with the constraint of distinct positive spatial correlation eigenvalues. Numerical results are included to provide confirming evidence of the analytic results. These results are then used to assess the outage probability degradation due to spatial correlation in a selected exampleFile | Dimensione | Formato | |
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https://hdl.handle.net/11583/2704711
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