How Many Mutual Funds Routinely Rout the Market? Zero
nytimes.com
nytimes.com
The statistic that matters, as Warren Buffett and others have repeated again and again, is COMPOUND RETURN!!!
Consider these two investment options. Option 1 outperforms 60% of the time (three out of five years), but Option 2 produces a greater compound gain:
YEAR Option 1 Option 2
Year 1 8.0% 15.0%
Year 2 8.0% 7.0%
Year 3 8.0% 4.0%
Year 4 8.0% 19.0%
Year 5 8.0% 6.0%
Total gain 46.9% 61.4%
Compound/yr 8.0% 10.1%
For example, what if it turns out that only a small number of actively managed funds are consistent long-term outperformers but many of them claim to use the same investment methodology? That would be a very unusual concentration of long-term success. I'd love to see a study with that kind of analysis.
Still works out great.
Yes we're talking about the S&P500 but I'd like to point out that this isn't a general rule of markets; past performance does not guarantee future results. The S&P500 was at around 60 in 1960 and near 2000 today. It doesn't matter when you bought or at what intervals, money invested has performed well.
That's my patented investment strategy!
Chart any stock, and find it's high point. That's where I bought it.
The problem is we don't know which funds are going to beat the market over the next 5 years.
If you're the fund manager, owner, or an individual investor, then compound return absolutely matters. You want the most amount of money at the end of the time period, and you've already committed your capital.
But if you're a retail investor trying to decide where you want to put your capital - which, presumably, is who this article is aimed at - what you're looking for is whether the fund in question will outperform your alternatives. What this article is saying is "past performance is no guarantee of future results", i.e. you do just as well putting your money in an index fund or investing via a dartboard as you would picking the top-ranked fund in last year's returns.
You don't get to travel back in time 5 years to make your investment decisions, so compound returns in the past are immaterial to you. You want the highest compound returns in the future, which on average come from passively investing in the indexes.
1. This is an article of faith.
2. "On average" doesn't matter. How much effort is required to stay away from the low end of that average is what matters.
If we use fairly common fees, the table looks more like this:
Option 1: 0.25% fee, Option 2: 1.5% fee
Year 1 7.75% 13.5%
Year 2 7.75% 5.5%
Year 3 7.75% 2.5%
Year 4 7.75% 17.5%
Year 5 7.75% 4.5%
Total gain: 45.2% 50.7%
Compound/yr 7.75% 8.5%
Edit: formatting
Let me illustrate by running with your own suggestion of trying to find out whether there are actively managed funds that consistently produce better compound returns than indices over 5 year periods. How would you actually do that?
Certainly we agree that a fund outperforming an index over one 5 year period is irrelevant to answer that question. To check whether there is a fund that consistently outperforms an index over 5 year periods, you would look at several such periods, e.g. 5 consecutive 5 year periods (for a total of 25 years of data [1]).
This is exactly analogous to the statistic used by the article, and somebody could then make the argument (like yourself) that a misleading statistic is used, and that people should instead look at the compound return over the entire period of 25 years.
There is nothing wrong in principle with the statistic used by the article.
However, it is reasonable to argue that looking at compound return over a 1 year period is too short (because typical investment time horizons are longer), and I would agree. Unfortunately, there's [1].
[1] And obviously, using such a long timespan is itself problematic for many reasons.
Or perhaps OP intended to refer to this problem, and it just wasn't done very clearly.
Sure, the variance on the yearly rate of return will shrink as the time horizon grows. But because the yearly rate is compounded, this doesn't prevent the total variance in returns from growing with time.
Long term investment doesn't cure the risk from volatile investments.
I number of my actively managed investments did this so now an index fund will realistically always under perform this active fund.
So why don't they?
many of my long term active investments have beaten the market over 10 years by over 100% you just need to look at the ones with 50-100 years track records
Look at the average IT vs Unit trust vs bench mark
And Mr Buffet's investment company has beaten wall street for decades.
You are believing all that advertising the index fund managers are putting out and your bank is aggressively selling you.
The difference is that he has significant inside information into many of his investments. He deeply researches the companies involved, talks to their owners, etc. He is far smarter than your average investor but he also purchases companies with far more information than your average investor.
If you go to buy a private company you can get a lot of non public information. The same thing happens when you try and take a public company private with the caveat that you can only use that information to back out of a deal not make your first offer. AKA, you get to do an audit after the terms where agreed upon and only get to back out of you discover major issues.
And Tesco didn't work out to well for him anyone who follows the markets could have told you that the supermarket where doing lots of dodgy stuff
Berkshire hasn't really done very well since 2000. He's kind of coasting on past reputation at this point.
Buffett himself says that you the average joe should invest in an index fund.
Index funds are usfull for some investors for some of their investments but they are not the holy grail.
30 years good enough for you
The answer is no, but who cares? Profitable investing is far more about how right you are (when you are right) than how often you are right.
Unmanaged funds typically follow indexes and lose you the least in fees, which is useful for those to subscribe to this idea that no one beats the market in the long run, and thus invest mostly in index funds.
tl;dr: open an IRA, buy Vanguard
(And then if you switch jobs, roll it over into a Vanguard IRA.)
If your company has you in a crappy retirement ask them to change!
[0] https://www.avanza.se/vart-utbud/handel/avanza-zero.html
Living in Germany and have not been able to find a bank with the same kind of service and reliability. Comdirect comes close, but not good enough for me to close my account with Avanza.
Schwab is comparable with Vanguard in terms of fees and ETF availability, so I never bothered with opening up an extra account at Vanguard.
I use Wealthfront to diversify my ETFs. They take care of distributing the money I put in the account among several areas of the market (U.S. Stocks, Foreign Stocks, Emerging Markets, Dividend Stocks, Natural Resources, Municipal Bonds and Cash).
They mostly use Vanguard funds. I could probably also do this myself, but I don't really want to manually balance my portfolio every time asset classes go up and down. So far I only put the amount of money in there that they manage for free. If you intend on signing up, one word of caution: I signed up on their homepage and had 10k under free management. If you sign up via a referral link, you get 15k. I'm still slightly annoyed that I didn't use one when opening an account. I know that it's against the usual HN policy to post them, but since it is detrimental to sign up without one, here we go: http://wlth.fr/196dDW2
(I'd check with my friends first to see if one of them is already on the platform)
p.s. this is US centric.
I also like Wealthfront's UI. Not that I'd do a whole lot besides click the "add more money" button and look at the graph. Turbotax import worked nicely too.
https://intelligent.schwab.com/
I have a test amount of money at Betterment now, but am researching about moving it to Schwab.
The best thing Vanguard ever did was drive down costs across the industry.
The rumor mill is that this is how Schwab makes profit instead of advisory fees.
A small cash position is another diversification strategy. As your portfolio increases in value, taking some profits to cash and then having it available on the dips may be perfectly valid. Buffet himself has called cash the never expiring call option.
EDIT
Schwabs CEO defends small cash position.
http://www.aboutschwab.com/press/statements/response-to-blog...
http://www.aboutschwab.com/press/statements/response-to-blog...
I personally would hate to have that happen in an automated way. I don't want the fund to automatically move over during an economic downturn. I'd rather have it happen while the S&P is at a new high :)
The presence of active management, however, is good for the rest of us. Through their struggle to beat the market, they conduct extensive research that is used to better price public equities.
Those better prices help the passive participants, since they pay roughly correct prices for the dividends they will be receiving.
It assumes that every 12 month period, there is a 1/4 chance of being in the top quartile of funds, which is an absurd assumption and also completely unrelated to modeling success of picking random stocks. Sure, there'd be a 1/4 chance of being in the upper quartile of other funds ALSO INVESTING RANDOMLY. But to say you'd have the same chances of beating other actively managed funds makes the assumption that all the other funds are not doing any better than random investment. Big surprise that the conclusion is that funds don't do any better than random investment.
At least for value investors like Warren Buffet, it seems they are more likely to be able to beat the market when it isn't so bearish, because that's when you'd be able to find stocks at good prices.
It also appears that the reason stocks are doing so well recently is because of quantitative easing, although I'll admit I don't know much about the economy; this is just what I gather from reading articles. Still, if this is true then it's rather disturbing that the markets can be so heavily influenced by decisions which are arguably outside of a business's direct control.
The author wrote a second column (http://www.nytimes.com/2014/07/27/your-money/heads-or-tails-...) explaining how they came up with the number of funds that would outperform the market five years in a row.
The reasoning goes like this: 2/2862 funds made it (or about 0.07% of funds).
The author then says: If you assume a fund has a 50% chance of beating the market, and a 50% chance of falling behind then the chances of one beating the market five years in a row would be 0.5^(5 * 2). They just state that they flip a coin twice per year per fund (hence 0.5^10), can someone explain why?
If the authors expected randomly picking stocks to churn out 3 mutual funds that beat the market 5 years in a row then this explanation is nonsense. Their "stubborn persistence" is just an empty narrative slapped over a blatant case of survivorship bias. This paragraph makes it seem like whoever wrote it didn't understand any of the rest of the article.
the OP doesn't even mention anything about taxes, which shifts things even more in favor of index investing.
To be honest, the market has been performing so well I don't really care if my portfolio outperforms it. My index funds have been doing pretty well by themselves.
1) You were lucky in picking those, not prescient.
2) Their winning streak is a result of luck, not competence.
Funds are a perfect example of survivorship bias in a zero-sum game. For someone to win at beating the index, someone else must lose, and losers are routinely eliminated. So when an investor presents funds for your choosing, you only get to see the lucky ones, a biased sample. Of course it looks like a great idea to invest in them!
The funds I mentioned have very good track records for 3 or 4 decades or more its just that they don't pay advisors fees or pander to tracking the "index" why do you think a number of very rich families have used active funds? If its good enough for Lord Rothschild its good enough for me.
Um. You are trying to tell me that 2 instead of 3 is enough to reject the null hypothesis? I rather doubt it.