We derive new bounds on the symbol error probability (SEP) of M -ary phase-shift keying (MPSK) with M>4 , in additive white Gaussian noise. The exact SEP expressions require numerical integration or the computation of a two-dimensional function. Differently, the new SEP bounds only depend on simple one-dimensional functions and hence are easier to compute than the exact SEP. We show that the new bounds are tighter than the existing SEP bounds for MPSK at low signal-to-noise ratio (SNR), while preserving accuracy at large SNR. In addition, simple and accurate SEP approximations for MPSK with M>4 are derived.
SEP Bounds for MPSK with Low SNR
Rugini L.
2020
Abstract
We derive new bounds on the symbol error probability (SEP) of M -ary phase-shift keying (MPSK) with M>4 , in additive white Gaussian noise. The exact SEP expressions require numerical integration or the computation of a two-dimensional function. Differently, the new SEP bounds only depend on simple one-dimensional functions and hence are easier to compute than the exact SEP. We show that the new bounds are tighter than the existing SEP bounds for MPSK at low signal-to-noise ratio (SNR), while preserving accuracy at large SNR. In addition, simple and accurate SEP approximations for MPSK with M>4 are derived.File in questo prodotto:
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