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Statistics
Appendix G to Applied Probability: Properties of conditional independence, given a random vector
(m24003)
Author:
Paul E Pfeiffer
Summary:
This property lies at the root of the theory of Markov processes, which are characterized by the condition that past and future are conditionally independent, given the present. The notions of past, present, and future are somewhat elastic. One may have an extended present, a finite or infinite past or ... Markov processes.
[Expand Summary]
This property lies at the root of the theory of Markov processes, which are characterized by the condition that past and future are conditionally independent, given the present. The notions of past, present, and future are somewhat elastic. One may have an extended present, a finite or infinite past or future. The mathematical patterns of past, present, and future provide important results on the "behavior" of Markov processes.
[Collapse Summary]
Subject:
Mathematics and Statistics
Language:
English
Popularity:
43.98%
Revised:
2009-09-18
Revisions:
7
Popularity is measured as percentile rank of page views/day over all time
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