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  1. business
  2. accounting
  3. b) give a pac-learning algorithm for the class h c

b) Give a PAC-learning algorithm for the class H consisting of the set of axis-aligned-...

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Accounting

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b) Give a PAC-learning algorithm for the class H consisting of the set of axis-aligned- dimensional rectangles in R, that is H = {[a1, b1] x x[an, ba]: ai, b & IR}. Prove that your algorithm satisfies the PAC conditions. How does the sample complexity vary as a function of n? [10 marks]

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