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> The fact that hedge fund managers live from the fees tells what they really think about their skills. Never gamble using your own money. Most hedge funds don
by the_drunkard 6y ago
> The fact that hedge fund managers live from the fees tells what they really think about their skills. Never gamble using your own money.
Most hedge funds don't gamble, but some do have poor risk management (e.g. Melvin Capital).
The proposition of a hedge fund is actually very compelling to institutional money: range-bound returns in any type of market environment. This proposition bodes very well for say major pension funds that want to avoid market risk while also modeling out return + pension liabilities at an assumed rate of return.
- nabla9 6y agoThere should be another 10 year bet based this. Take some risk profile and then bet that low cost automatically balancing stock/bond Vanguard fund beats 90% of hedge funds over 10 years based on risk adjusted return.
- the_drunkard 6y ago> Take some risk profile and then bet that low cost automatically balancing stock/bond Vanguard fund beats 90% of hedge funds over 10 years based on risk adjusted return. That would be a closer "apples to apples" comparison vs. Buffett's bet.
- pfortuny 6y agoBut this risk-adjusted thing is just silly: either you have the money or you do not. I do not care about the risk.
- deleted 6y ago[deleted]
- Galanwe 6y ago> But this risk-adjusted thing is just silly: either you have the money or you do not Money is not a limiting factor, risk is. If you have a low risk strategy, you won't have problems borrowing money to invest in it. Its not silly, because the amount of reward depend on amount of risk. So, if you compare returns of different strategies/funds, you need to first rescale them to the same amount of risk
- fractionalhare 6y agoDo you believe the following investments are equally attractive? 1. You invest $100,000 into a fund which has a 1% chance of returning 100% and 99% chance of returning -100% each year. 2. You invest $100,000 into a fund which has a 20% chance of returning 100% and a 80% chance of returning -100% each year. The possible payouts are the same. The expected values are not. Given the opportunity to invest in both with no difference in fees or other structure, would you leave your decision up to a coin flip?
- darkerside 6y agoI think a better example might be: 1. 10% chance of returning 100%, 90% chance of 0% 2. 90% chance of returning 10%, 10% chance of 0% Same expected value in year 1, but totally different proposition. And, with compounding returns, the expected value over time is very different.
- smabie 6y agoexactly AM-GM inequality, volatility drag, etc