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- Error_exponent abstract "In information theory, the error exponent of a channel code or source code over the block length of the code is the logarithm of the error probability. For example, if the probability of error of a decoder drops as e–nα, where n is the block length, the error exponent is α. Many of the information-theoretic theorems are of asymptotic nature, for example, the channel coding theorem states that for any rate less than the channel capacity, the probability of the error of the channel code can be made to go to zero as the block length goes to infinity. In practical situations, there are limitations to the delay of the communication and the block length must be finite. Therefore it is important to study how the probability of error drops as the block length go to infinity.".
- Error_exponent wikiPageID "5163904".
- Error_exponent wikiPageRevisionID "553556512".
- Error_exponent hasPhotoCollection Error_exponent.
- Error_exponent subject Category:Data_compression.
- Error_exponent subject Category:Information_theory.
- Error_exponent comment "In information theory, the error exponent of a channel code or source code over the block length of the code is the logarithm of the error probability. For example, if the probability of error of a decoder drops as e–nα, where n is the block length, the error exponent is α.".
- Error_exponent label "Error exponent".
- Error_exponent sameAs m.0d5s2v.
- Error_exponent sameAs Q5395710.
- Error_exponent sameAs Q5395710.
- Error_exponent wasDerivedFrom Error_exponent?oldid=553556512.
- Error_exponent isPrimaryTopicOf Error_exponent.