Let x i be the uncertain variable of rainfall depth of event i with the uncertain distribution
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Let xi be the uncertain variable of rainfall depth of event i with the uncertain distribution of inundation probability as follows:
Using the entropy definition for a discrete random variable, and assuming b = 10 as the logarithm base, calculate the entropy of x.
Transcribed Image Text:
[10% i=1 30% i=2 p(x)=50% i=3 70% i=4 100% i=5
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It follows from the definition of entropy that Hxpxlog pxpxlogs pxi il 01x103x052288 05x03010307x0154910 Hx051581 The total entropy of two independent random variables x and y are equal to the sum of ...View the full answer
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