A measure for the length of probabilistic dependence
1997
A very useful model to describe a random process with memory is the Markov model. The MLSE receiver based on a finite order Markov model is studied in Kong and Shwedyk (1995). It is found that the order of the Markov model, i.e., the length of probabilistic dependence, is the crucial parameter that determines the receiver complexity. An information-theoretic measure for the length of probabilistic dependence is proposed.
Keywords:
- Maximum-entropy Markov model
- Additive Markov chain
- Markov kernel
- Markov model
- Markov chain mixing time
- Markov process
- Graphical model
- Statistics
- Variable-order Markov model
- Mathematics
- Markov property
- Algorithm
- Artificial intelligence
- Discrete mathematics
- Computer science
- Markov renewal process
- Pattern recognition
- Markov chain
- Correction
- Source
- Cite
- Save
- Machine Reading By IdeaReader
3
References
7
Citations
NaN
KQI