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Definition.

LetHbe the set of all humans,Athe set of all actions, andWâŠ‚Abe the set of all worries. A personp âˆˆ His said to beworryingif and only ifp's set of choicesC ={f(p)} (wheref(p) âˆˆA) either has more than one elements or has precisely one elementcâˆˆW.Theorem.

The only way to stop worrying is to decide to do so.Proof.

If a personp âˆˆ Hmakes a decision not to worry, which we denote asnâˆ‰W, rather than to worry, which we denote asw, thenC= {f(p)} = {n} which has only one element. Ifpdecides to worry,pis certainly worrying sinceC ={w} wherewâˆˆW. Now, ifpdoes not decide whether to worry or not,p's set of choices has at least two elements, namelyC ={n,w, ...}. Therefore, the only way to stop worrying is to decide not to worry. âˆŽ

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# How to stop worrying (cute humor)

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