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C S 20 R P(C) = 0.5 Cloudy +c +s П +c +s -1 Sprinkler+Rain +c -S +1 +c -S -I -C +s +1 WetGrass -C +s -1 S R P(DIA) -C -S +1 +5 +r 0.99 +S 14 -r 0.9 -C -S -f -S +r 노 0.9 -S -r 0.0 P(S,R|C) P(C) = 0.5 Cloudy Sprinkler C P(S|c) +C 0.1 -C 0.5 Rain C P(R|C) WetGrass +C 0.8 -C 0.2 S S R P(DIA) +5 S +r 0.99 +5 -r 0.9 -S 1+ 0.9 -S -r 0.0 Assume that each variable in the network is Boolean. Please note that P(S|c) and P(R|c) indicate only the probabilities P(+s/c) and P(+r|c) in the above tables. Fill in the factor table for (Sprinkler + Rain) (be careful about the above when calculating the probabilities.

C S 20 R P(C) = 0.5 Cloudy +c +s П +c +s -1 Sprinkler+Rain +c -S +1 +c -S -I -C +s +1 WetGrass -C +s -1 S R P(DIA) -C -S +1 +5 +r 0.99 +S 14 -r 0.9 -C -S -f -S +r 노 0.9 -S -r 0.0 P(S,R|C) P(C) = 0.5 Cloudy Sprinkler C P(S|c) +C 0.1 -C 0.5 Rain C P(R|C) WetGrass +C 0.8 -C 0.2 S S R P(DIA) +5 S +r 0.99 +5 -r 0.9 -S 1+ 0.9 -S -r 0.0 Assume that each variable in the network is Boolean. Please note that P(S|c) and P(R|c) indicate only the probabilities P(+s/c) and P(+r|c) in the above tables. Fill in the factor table for (Sprinkler + Rain) (be careful about the above when calculating the probabilities.

Operations Research : Applications and Algorithms
Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter20: Queuing Theory
Section: Chapter Questions
Problem 17RP
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Bayes Nets Probability and Inference

C S 20 R P(C) = 0.5 Cloudy +c +s П +c +s -1 Sprinkler+Rain +c -S +1 +c -S -I -C +s +1 WetGrass -C +s -1 S R P(DIA) -C -S +1 +5 +r 0.99 +S 14 -r 0.9 -C -S -f -S +r 노 0.9 -S -r 0.0 P(S,R|C)
Transcribed Image Text:C S 20 R P(C) = 0.5 Cloudy +c +s П +c +s -1 Sprinkler+Rain +c -S +1 +c -S -I -C +s +1 WetGrass -C +s -1 S R P(DIA) -C -S +1 +5 +r 0.99 +S 14 -r 0.9 -C -S -f -S +r 노 0.9 -S -r 0.0 P(S,R|C)
P(C) = 0.5 Cloudy Sprinkler C P(S|c) +C 0.1 -C 0.5 Rain C P(R|C) WetGrass +C 0.8 -C 0.2 S S R P(DIA) +5 S +r 0.99 +5 -r 0.9 -S 1+ 0.9 -S -r 0.0 Assume that each variable in the network is Boolean. Please note that P(S|c) and P(R|c) indicate only the probabilities P(+s/c) and P(+r|c) in the above tables. Fill in the factor table for (Sprinkler + Rain) (be careful about the above when calculating the probabilities.
Transcribed Image Text:P(C) = 0.5 Cloudy Sprinkler C P(S|c) +C 0.1 -C 0.5 Rain C P(R|C) WetGrass +C 0.8 -C 0.2 S S R P(DIA) +5 S +r 0.99 +5 -r 0.9 -S 1+ 0.9 -S -r 0.0 Assume that each variable in the network is Boolean. Please note that P(S|c) and P(R|c) indicate only the probabilities P(+s/c) and P(+r|c) in the above tables. Fill in the factor table for (Sprinkler + Rain) (be careful about the above when calculating the probabilities.
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