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Re:The optimal amount of fraud is non-zero by metacritic12 on Saturday September 03, 2022 @11:52AM (#32703045)
Right, more generally:

- X is ipso facto bad. The optimal amount is zero.

- X is traded off against Y actually, so in general equilibrium with Y, it's nonzero.

And the above pair could be:

(Covid risk, attending fun parties)

(Risk of getting hit by a car, being able to walk anywhere)

(Discrimination in society, administrative costs of anti-discrimination laws).

The list goes on. It's a simple concept in decision theory, rehashed with an attractive title.

Re:The optimal amount of fraud is non-zero by scott_w on Saturday September 03, 2022 @12:22PM (#32703379)
Some of those aren’t analogous. Your Covid example: there’s also the cost _to others _ of you catching and spreading it, even if the risk to you is lower.

Speeding is another example: the cost (or risk) might be acceptable to you but not to the person you have an increased likelihood of hitting and doing serious injury to.

At a societal level, it holds, which is why we invest in measures to increase the cost of doing the wrong thing (speeding tickets, removing licenses).