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The problem of maximizing expected accuracy is solved by using integer programming with threshold cut.
Let us stress again that there is a close relation between the threshold cut and maximizing expected accuracy.
This is attributed to use of both approximation of a probability distribution for pseudoknots and integer programming with threshold cut based on maximizing expected accuracy.
The IP problem is solved partly by using the threshold cut technique, which fits in well with the idea of maximizing expected accuracy.
We introduce a threshold cut technique to solve the IP problem efficiently, which is shown to be reasonable from the viewpoint of maximizing expected accuracy.
As described in Section 2.1, this threshold cut is derived from the viewpoint of maximizing expected accuracy of joint structure prediction.
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Investing, though, is about more than maximizing expected returns.
The agent may doubt that she chooses by maximizing expected utility.
These examples suggest that maximizing expected utility is not necessary for rationality.
These examples suggest that maximizing expected utility is not sufficient for rationality.
Given this model, we could then compare human performance to ideal performance maximizing expected gain.
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