Probability Of Transmission Error
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Probability Of Error Formula
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Probability Of Error And Bit Error Rate
answer The best answers are voted up and rise to the top How do i calculate the probability of erroneous transmission? up vote 2 down vote favorite In information theory, how do I calculate the probability of an erroneous transmission? Let's take for instance a binary symmetric channel with an error probability $ 1-d=0.25 $ and send codewords of length 6 coded in a Hamming code able probability of error in bpsk to correct up to 1 error. information-theory coding-theory share|cite|improve this question asked Aug 31 '12 at 0:52 infoholic_anonymous 1708 I don't know any Hamming codes of length 6? AFAIK the length of a Hamming code is one less than a power of two. No matter - the question is still answerable, if it is about a single-error-correcting code of length six. –Jyrki Lahtonen♦ Aug 31 '12 at 10:20 @JyrkiLahtonen That's a good remark, addressed by a previous comment unfortunately already deleted. It must be one of the Hamming code's variations. Thats the version I was taught at my University and the fact it is a non-standard version indeed caused me some confusion. I would be thankful if someone told me what are the objectives and the theory behind this modification. –infoholic_anonymous Aug 31 '12 at 15:42 I was the one who deleted my comment asking which shortened Hamming code was under consideration. I have posted a detailed answer about how shortened Hamming codes work in an answer to another question by the OP. I don't think the question is fully answerable without knowing more about the code. –Dilip Sarwate Aug 31 '12 at 20
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Probability Of Error Calculator
in issue: Multiplex Touch-Tone Detection Using Time Speed-Up Next article in probability of error in ask issue: Computer-Aided Circuit Design by Singular Imbedding Next article in issue: Computer-Aided Circuit Design by Singular probability of error for pcm in awgn channel Imbedding View issue TOC Volume 48, Issue 1 January 1969 Pages 255–273 Data Transmission Error Probabilities in the Presence of Low-Frequency Removal and NoiseAuthorsB. R. Saltzberg,M. K. http://math.stackexchange.com/questions/189067/how-do-i-calculate-the-probability-of-erroneous-transmission SimonFirst published: January 1969Full publication historyDOI: 10.1002/j.1538-7305.1969.tb01115.xView/save citationCited by: 0 articles Citation tools Set citation alert Check for new citations Citing literature AbstractUpper bounds on error probability are derived for data transmission systems which are subjected to gaussian noise and to the removal of the low-frequency components of the signal. This error probability can http://onlinelibrary.wiley.com/doi/10.1002/j.1538-7305.1969.tb01115.x/abstract be quite low for random data, even though the eye pattern is closed. Both standard format and partial response signaling are considered, as are binary and multilevel alphabets. Numerical results are given for a high-pass filter containing a single pole and for a cascade of several such identical filters. Continue reading full article Enhanced PDFStandard PDF (6.0 MB) AncillaryArticle InformationDOI10.1002/j.1538-7305.1969.tb01115.xView/save citationFormat AvailableFull text: PDF© 1969 The Bell System Technical Journal Request Permissions Publication HistoryIssue online: 29 July 2013Version of record online: 29 July 2013Manuscript received July 19, 1968Related content Articles related to the one you are viewingPlease enable Javascript to view the related content of this article.Citing Literature Number of times cited: 0 PDF PDF Info Close article support pane Browse Publications Browse by Subject Resources Help & Support Cookies & Privacy Terms & Conditions About Us Wiley Job Network Advertisers & Agents Powered by Wiley Online Library Copyright © 1999 - 2016 John Wiley & Sons, Inc. All Rights Reserved
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