Title :
Numerically efficient Fourier-based technique for calculating error probabilities with intersymbol interference
fDate :
6/1/1997 12:00:00 AM
Abstract :
We propose a numerically efficient technique for calculating the probability of symbol error for arbitrary coherent modulation schemes in the presence of intersymbol interference (ISI) and additive noise. The probability of error is formulated in terms of an inverse Fourier transform of the windowed characteristic function of the random variable representing the interfering symbols and the noise process. The integral is evaluated numerically using the sampling theorem
Keywords :
Fourier transforms; decoding; error statistics; integration; intersymbol interference; inverse problems; noise; probability; quadrature phase shift keying; random processes; signal sampling; ISI; QPSK; additive noise; coherent modulation; decoding; error probability; integral; interfering symbols; intersymbol interference; inverse Fourier transform; noise process; numerically efficient Fourier based technique; random variable; sampling theorem; windowed characteristic function; Additive noise; Communication system control; Design automation; Fourier transforms; Intersymbol interference; Oceans; Phase shift keying; Probability; Random variables; Sampling methods;
Journal_Title :
Communications, IEEE Transactions on
