Grafički model — разлика између измена
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Нова страница: thumb|right|alt=An example of a graphical model.|Primer grafičkog modela. Strelice indiciraju zavisnost. '''Grafički model''' je … |
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'''Grafički model''' je [[Statistički model|probabilistički model]] za koji [[graf]] označava [[uslovnu nezavisnot]] strukture između [[Случајна променљива|randomnih promenljivih]]. Ovaj tip modela se često koristi u [[teorija verovatnoće|teoriji verovatnoće]] i [[statistika|statistici]], a posebno u [[Bajesova statistika|Bajesovoj statistici]] i [[Машинско учење|mašinskom učenju]]. |
'''Grafički model''' je [[Statistički model|probabilistički model]] za koji [[graf]] označava [[uslovnu nezavisnot]] strukture između [[Случајна променљива|randomnih promenljivih]]. Ovaj tip modela se često koristi u [[teorija verovatnoće|teoriji verovatnoće]] i [[statistika|statistici]], a posebno u [[Bajesova statistika|Bajesovoj statistici]] i [[Машинско учење|mašinskom učenju]]. |
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== Literatura == |
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{{ |
{{refbegin|2}} |
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* {{cite book |
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| author = Bishop Christopher M. |
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| title = Pattern Recognition and Machine Learning |
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| publisher = Springer |
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| year = 2006 |
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| url = http://research.microsoft.com/~cmbishop/PRML/ |
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| isbn=0-387-31073-8 |
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| chapter= Chapter 8. Graphical Models |
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| chapterurl=http://research.microsoft.com/~cmbishop/PRML/Bishop-PRML-sample.pdf |
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| pages=359–422 |
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| mr=2247587 |
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}} |
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* {{cite book |
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|author=Cowell Robert G., Philip Dawid, Lauritzen Steffen L., David Spiegelhalter |
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|title=Probabilistic networks and expert systems |publisher=Springer |location=Berlin |year=1999 |pages= |isbn=0-387-98767-3 |doi= |accessdate= |mr=1697175 |ref=cowell }} A more advanced and statistically oriented book |
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* {{cite book |author=Jensen, Finn |title=An introduction to Bayesian networks |publisher=Springer |location=Berlin |year=1996 |pages= |isbn=0-387-91502-8 |doi= |accessdate=}} |
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* {{cite book |
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|author=Daphne_Koller, Friedman N. |
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|title= Probabilistic Graphical Models |
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|publisher=MIT Press |
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|location=Massachusetts |
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|year=2009 |
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|pages= 1208 |
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|isbn=0-262-01319-3 |
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|doi= |
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|accessdate= |
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}} |
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* {{Cite book |
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| author = Judea Pearl |
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| year = 1988 |
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| title = Probabilistic Reasoning in Intelligent Systems |
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| edition = 2nd revised |
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| location = San Mateo, CA |
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| publisher = Morgan Kaufmann |
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| mr = 0965765 |
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|isbn = 1-55860-479-0 |
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}} A computational reasoning approach, where the relationships between graphs and probabilities were formally introduced. |
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* {{Cite journal |
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| author = Edoardo M. Airoldi |
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| title = Getting Started in Probabilistic Graphical Models |
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| journal = PLoS Computational Biology |
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| volume = 3 |
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| issue = 12 |
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| pages = e252 |
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| year = 2007 |
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| doi = 10.1371/journal.pcbi.0030252 |
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| pmid = 18069887 |
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| pmc = 2134967 |
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}} |
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{{refend}} |
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Верзија на датум 17. јун 2012. у 03:27
Grafički model je probabilistički model za koji graf označava uslovnu nezavisnot strukture između randomnih promenljivih. Ovaj tip modela se često koristi u teoriji verovatnoće i statistici, a posebno u Bajesovoj statistici i mašinskom učenju.
Literatura
- Bishop Christopher M. (2006). „Chapter 8. Graphical Models” (PDF). Pattern Recognition and Machine Learning. Springer. стр. 359–422. ISBN 0-387-31073-8. MR 2247587.
- Cowell Robert G., Philip Dawid, Lauritzen Steffen L., David Spiegelhalter (1999). Probabilistic networks and expert systems. Berlin: Springer. ISBN 0-387-98767-3. MR 1697175. A more advanced and statistically oriented book
- Jensen, Finn (1996). An introduction to Bayesian networks. Berlin: Springer. ISBN 0-387-91502-8.
- Daphne_Koller, Friedman N. (2009). Probabilistic Graphical Models. Massachusetts: MIT Press. стр. 1208. ISBN 0-262-01319-3.
- Judea Pearl (1988). Probabilistic Reasoning in Intelligent Systems (2nd revised изд.). San Mateo, CA: Morgan Kaufmann. ISBN 1-55860-479-0. MR 0965765. A computational reasoning approach, where the relationships between graphs and probabilities were formally introduced.
- Edoardo M. Airoldi (2007). „Getting Started in Probabilistic Graphical Models”. PLoS Computational Biology. 3 (12): e252. PMC 2134967
. PMID 18069887. doi:10.1371/journal.pcbi.0030252.
