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Re:Buy payphones and retire by jon_richards on Monday October 28, 2024 @11:30PM (#41979102)
Sure, there’s no free lunch, but there is the beat-you-up-and-take-your-lunch-money of not investing.

Bonds may have gone down, but they still paid out. Unless people sold at a loss for liquidity or could’ve timed the market and bought low, they were better off than people stashing money in a mattress or most bank accounts.

Re:Buy payphones and retire by eru on Tuesday October 29, 2024 @03:10AM (#41980230)
Yes, holding cash also has risks.
Re:Buy payphones and retire by jon_richards on Tuesday October 29, 2024 @10:25AM (#41984163)
That's not really my point. I think one thing that gets lost in the "everything has different levels of risk" discussion is that many risk/reward profiles are bad. Calling everything a tradeoff is misleading. Banks are more than happy to capitalize on laziness and lack of knowledge (an American is more likely to change their spouse than their bank), so the balance between risk and reward gets thrown out of whack.

The simple term for this is Sharpe Ratio https://en.wikipedia.org/wiki/Sharpe_ratio

If you want to get really deep into investment theory, Beta implies basically everything is a good investment in small enough amounts https://en.wikipedia.org/wiki/Beta_(finance)

Though in practice, Beta is mostly irrelevant beyond a relatively simple portfolio https://finance.yahoo.com/news/warren-buffett-myth-more-why-...

Re:Buy payphones and retire by eru on Tuesday October 29, 2024 @09:05PM (#41991019)
> I think one thing that gets lost in the "everything has different levels of risk" discussion is that many risk/reward profiles are bad.

Yes, not everything is on the efficiency frontier for risk/reward. Eg cash is convenient to spend, so it can 'get away with' offering a worse risk/reward profile.

Yes, the Sharpe ratio is one of many ways to measure risk adjusted returns.

> If you want to get really deep into investment theory, Beta implies basically everything is a good investment in small enough amounts https://en.wikipedia.org/wiki/Beta_(finance)

Well, that assumes no fees, transaction costs and taxes, I think. And even without transaction costs etc, the theoretically optimal amount can be so low that it's not worth bothering with.