2011 12th Canadian Workshop on Information Theory 2011
DOI: 10.1109/cwit.2011.5872146
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Contribution of multiplexing and diversity to ergodic capacity of spatial multiplexing MIMO channels at finite SNR

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Cited by 1 publication
(2 citation statements)
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“…Dynamic adjustment of the antenna downtilt angle at the base station (BS) transmitter can provide multiple possibilities for transmitting 3D beamforming signals to the mobile station (MS), significantly improving system performance. Therefore, extending the existing 2D channel model to a 3D channel needs to consider the elevation angle of the propagation path and introduce the parameter into the channel model instead of being assumed to be fixed [22][23][24][25]. According to the antenna configuration in [5], the effective 3D channel matrix [H] su between the sth antenna of the base station (BS) transmitter and the uth antenna of the mobile station (MS) receiver can be written as…”
Section: Mimo System Architecturementioning
confidence: 99%
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“…Dynamic adjustment of the antenna downtilt angle at the base station (BS) transmitter can provide multiple possibilities for transmitting 3D beamforming signals to the mobile station (MS), significantly improving system performance. Therefore, extending the existing 2D channel model to a 3D channel needs to consider the elevation angle of the propagation path and introduce the parameter into the channel model instead of being assumed to be fixed [22][23][24][25]. According to the antenna configuration in [5], the effective 3D channel matrix [H] su between the sth antenna of the base station (BS) transmitter and the uth antenna of the mobile station (MS) receiver can be written as…”
Section: Mimo System Architecturementioning
confidence: 99%
“…A factor of α = 0 makes the agent learn nothing (fully exploiting previous knowledge), while a factor of α = 1 makes the agent only consider the latest information (ignoring previous knowledge to explore future possibilities). In a fully deterministic environment, the learning rate of α = 1 is optimal; then, Equation ( 24) will be reduced to Equation (25) as follows:…”
Section: Simulation Procedures With the Q-learning Algorithmmentioning
confidence: 99%