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Supremus typicality
- Publication Year :
- 2014
-
Abstract
- This paper investigates a new type of typicality for sequences, termed Supremus typical sequences, in both the strong and the weak senses. It is seen that Supremus typicality is a condition stronger than classic typicality in both the strong and the weak senses. Even though Supremus typical sequences form a (often strictly smaller) subset of classic typical sequences, the Asymptotic Equipartion Property is still valid for Supremus typical sequences. Furthermore, Supremus typicality leads to a generalized typicality lemma that is more accessible and easier to analyze than its classic counterpart.<br />QC 20150227
Details
- Database :
- OAIster
- Notes :
- Huang, Sheng, Skoglund, Mikael
- Publication Type :
- Electronic Resource
- Accession number :
- edsoai.on1234311008
- Document Type :
- Electronic Resource
- Full Text :
- https://doi.org/10.1109.ISIT.2014.6875313