R1: A + (covers 4 positive and 1 negative examples), R2: B →+ (covers 30 positive and 10 negative examples), R3: C → + (covers 100 positive and 90 negativę examples),

Computer Networking: A Top-Down Approach (7th Edition)
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Chapter1: Computer Networks And The Internet
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4. Consider a training set that contains 100 positive examples and 400 negative
examples. For each of the following candidate rules,
R1: A → + (covers 4 positive and 1 negative examples),
R2: B + (covers 30 positive and 10 negative examples),
R3: C → + (covers 100 positive and 90 negative examples),
determine which is the best and worst candidate rule according to:
(a) Rule accuracy.
(b) FOIL's information gain.
(c) The likelihood ratio statistic.
(d) The Laplace measure.
(e) The m-estimate measure (with k
= 2 and p+ = 0.2).
Transcribed Image Text:4. Consider a training set that contains 100 positive examples and 400 negative examples. For each of the following candidate rules, R1: A → + (covers 4 positive and 1 negative examples), R2: B + (covers 30 positive and 10 negative examples), R3: C → + (covers 100 positive and 90 negative examples), determine which is the best and worst candidate rule according to: (a) Rule accuracy. (b) FOIL's information gain. (c) The likelihood ratio statistic. (d) The Laplace measure. (e) The m-estimate measure (with k = 2 and p+ = 0.2).
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4. Consider a training set that contains 100 positive examples and 400 negative examples. For each of the following candidate rules, 
R1: A —+ + (covers 4 positive and 1 negative examples), R2: B + (covers 30 positive and 10 negative examples), R3: C + (covers 100 positive and 90 negative examples), 
determine which is the best and worst candidate rule according to: (a) Rule accuracy. (b) FOIL's information gain. (c) The likelihood ratio statistic. (d) The Laplace measure. (e) The m-estimate measure (with k = 2 and p+ = 0.2). 

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