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Theoretical analysis of bit error probability for Log-MAP decoding
2010 International Symposium On Information Theory & Its Applications, 2010In this paper, an analytical result of bit error probability of 2-state convolutional code with log-maximum a posteriori probability (Log-MAP) decoding algorithm with hard decision are presented. The result shows that the error performance of Log-MAP decoding is slightly better than both Max-Log-MAP decoding and Viterbi decoding.
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Average Message Error Probability for Systems with a Varying Bit Error Probability
IEEE Transactions on Communication Technology, 1964R. Rojas, E. Banta
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Bit Error Floor of MPSK in the Presence of Phase Error
IEEE Transactions on Vehicular Technology, 2016Yeonsoo Jang, Dongweon Yoon
exaly
Bit error outage for diversity reception in shadowing environment
IEEE Communications Letters, 2003Andrea Conti, Moe Z Win, Marco Chiani
exaly
BPSK Bit Error Outage over Nakagami-m Fading Channels in Lognormal Shadowing Environments
IEEE Communications Letters, 2007Jean-Marie Gorce
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Extending 3-bit Burst Error-Correction Codes With Quadruple Adjacent Error Correction
IEEE Transactions on Very Large Scale Integration (VLSI) Systems, 2018Jiaqiang Li, Pedro Reviriego, Liyi
exaly
Photon Counting Error Rates in Single-Bit and Multi-Bit Quanta Image Sensors
IEEE Journal of the Electron Devices Society, 2016Eric R Fossum
exaly
Computation of the exact bit-error rate of coherent M -ary PSK with gray code bit mapping
IEEE Transactions on Communications, 2003Erik G Ström
exaly