Performance Analysis of $L$-Branch Scan-and-Wait Combining (SWC) over Arbitrarily Correlated Nakagami-$m$ Fading Channels
George C. Alexandropoulos, P. Takis Mathiopoulos, Pingzhi Fan

TL;DR
This paper provides a comprehensive analysis of $L$-branch SWC systems over correlated Nakagami-$m$ fading channels, deriving analytical expressions for performance metrics and validating them with simulations, showing superior error performance.
Contribution
It introduces a fast convergent series representation for the SWC output SNR and derives new analytical formulas for error probability, path estimation, and waiting time under correlated Nakagami-$m$ fading.
Findings
Analytical expressions converge rapidly to exact values.
SWC outperforms switched-and-examine and sometimes MRC receivers.
Performance depends on correlation, SNR, and Nakagami $m$-parameter.
Abstract
The performance of -branch scan-and-wait combining (SWC) reception systems over arbitrarily correlated and not necessarily identically distributed Nakagami- fading channels is analyzed and evaluated. Firstly, a fast convergent infinite series representation for the SWC output signal-noise ratio (SNR) is presented. This expression is used to obtain analytical expressions in the form of infinite series for the average error probability performance of various modulation schemes for integer values of as well as the average number of paths estimation and average waiting time (AWT) of -branch SWC receivers for arbitrary values of . The numerically obtained results have shown that the performance expressions converge very fast to their exact analytical values. It was found that the convergence speed depends on the correlation and operating SNR values as well as the Nakagami…
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