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Say there are two consecutive florets A and B with only one emanating edge from each (say yes from A, and recovery from B):
... -> [A] -- yes--> [B] -- recovery --> [C] ...
Then this might be simplified to:
.... -> [A] -- yes & recovery --> [C] -> ...
Which would possibly make the graph less cluttered.
As an illustrative example I coded up the kidney liver disorder example from section 5.1.3 in the CEG J.Q.Smith's book.
The idea is to skip position w_6 and create a direct edge from w2 to w_\infty labelled yes & R with a probability of 0.75.
The text was updated successfully, but these errors were encountered:
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Say there are two consecutive florets A and B with only one emanating edge from each (say yes from A, and recovery from B):
... -> [A] -- yes--> [B] -- recovery --> [C] ...
Then this might be simplified to:
.... -> [A] -- yes & recovery --> [C] -> ...
Which would possibly make the graph less cluttered.
As an illustrative example I coded up the kidney liver disorder example from section 5.1.3 in the CEG J.Q.Smith's book.
The idea is to skip position w_6 and create a direct edge from w2 to w_\infty labelled yes & R with a probability of 0.75.
The text was updated successfully, but these errors were encountered: