SEP_MPSK
SEP_MPSK returns the symbol error probability (SEP) for coherent M-ary Phase Shift Keying (M-PSK) in a communication channel.
The function SEP_MPSK determines the phase error probability 
of the phase of a vector in Gaussian noise when the reference is noiseless for M-ary PSK communication channels. The method employs a new closed-form analytical solution for arbitrary phase threshold to the Blachmann-Bennett phase error distribution, in terms of signal-to-noise ratio γ,
of the phase of a vector in Gaussian noise when the reference is noiseless for M-ary PSK communication channels. The method employs a new closed-form analytical solution for arbitrary phase threshold to the Blachmann-Bennett phase error distribution, in terms of signal-to-noise ratio γ, 
The new approach employs the incomplete confluent 
(incomplete Kummer) hypergeometric function, based on the incomplete beta-Pochhammer, 
, for 
Incidentally, this is also a solution to the Craig integral
(incomplete Kummer) hypergeometric function, based on the incomplete beta-Pochhammer, , for Incidentally, this is also a solution to the Craig integral
The beta-Pochhammer 
, 
(when 
) is the bivariate counterpart of the single variable Pochhammer,
. Further details and references are given in the help section of SEP_MPSK.
, (when ) is the bivariate counterpart of the single variable Pochhammer,. Further details and references are given in the help section of SEP_MPSK.引用格式
J de Freitas (2023). SEP_MPSK (https://uk.mathworks.com/matlabcentral/fileexchange/126505-sep_mpsk), MATLAB Central File Exchange.
