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Old 07-30-2012, 11:03 PM
Husnain Husnain is offline
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Default Clarification Needed Q1-3

When we say that the probability of something bad happening (E_{in} deviating from E_{out}) is at most delta, what do we mean?

a) n \leq \frac{1}{2\epsilon^{2}} ln\frac{2M}{\delta}
OR
b) n \geq \frac{1}{2\epsilon^{2}} ln\frac{2M}{\delta}

The derivation from Hoeffding leads to case a) whereby for M = 1 I get [edited out by admin] or something like that as the value of n. Does this mean I have to select the value less than this one i.e. [edited out by admin] or the one above it that is greater than [edited out by admin] ...
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Old 07-31-2012, 12:08 AM
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yaser yaser is offline
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Default Re: Clarification Needed Q1-3

If N is sufficient, then any number bigger than N is also sufficient.

The question asks what is the least number of examples needed, so among other things, that number would be itself sufficient.

BTW, when you post answers, please have *ANSWER* in the title per the instructions in the top announcement. Thank you.
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Old 07-31-2012, 05:47 AM
Husnain Husnain is offline
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Default Re: Clarification Needed Q1-3

Thanks a lot for your reply and I'll definitely take care of the answer issue.
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