| Please read the write-up before replying with blanket statements that aren't relevant in this case :) That issue is addressed in the bogleheads post explicitly ("How much does the leverage cost?" and "Don't you know that leveraged ETFs are only intended to be held for one day?"), basically the ETFs are risk parity adjusted, and the volatility in the ETFs actually what generates the returns. The strategy makes money from volatility, and the 3X leverage is used to add volatility in, exaggerating the returns. I think you might find the post interesting because it seems like you are interested in investing. What you're saying is again explicitly addressed there, and factored into the calculation. They work an example of that kind of decay, and how it's mitigated. Specifically, it doesn't matter that you have volatility decay in one of the ETFs because they're uncorrelated, and when one goes up the other goes down, canceling out the effect. Your blanket statement does not apply to this specific strategy. It's not wrong in general, but it's not relevant here. If you don't want to read the bogleheads write-up it's also addressed on Seeking Alpha [1]. > "That, sadly, means you lose about 11% on the year." Not if, as you see in the write-up, you pair it with an uncorrelated 3X leveraged asset and rebalance periodically. The post includes a backtest to 1987. [1] https://seekingalpha.com/article/4308489-why-leveraged-etfs-... |
Low net volatility, high returns. Backtesting of the strategy shows total returns just under 3x the return of the unleveraged portfolios, just what I expect given the leverage costs.
I expect both strategies to be both market-agnostic and age-agnostic. About as close to fire and forget as you can get.