5/10/12

It seems that in a world where aggregated content is king, earnings estimates are now officially part of the craze. Meet Estimize, a startup that allows anyone to put up their own estimates come earnings season.

Obviously this has been around for awhile in the form of "whisper numbers" the unofficial but widely relied on earnings numbers by which companies are judged. Apple may have a blowout corner but if it doesn't meet the whispers... well.. hope you owned puts. Surprising or otherwise, it seems the crowd over at estimate are pretty good at what they do...

In the first four months of 2012, the site's earnings forecasts for 160 reports were more accurate than those by Wall Street analysts 63 percent of the time. "We are able to put forth the guys who are actually the best analysts," says Drogen, "vs. the guys who are just the loudest or have the biggest names."

Obviously, this probably doesn't come as a surprise considering many of the people who sign up are professional analysts anyways. It does seem to be a continuation of a trend towards democratizing financial research and further minimizing the need to pay for sell side coverage (or at least wholly rely on it). What do you guys think? Could sell side analysts be going by the wayside? Do those of you currently in the industry scoff at the fact that aggregated opinions could possibly beat out all the hard work you put in?
http://www.businessweek.com/articles/2012-04-23/es...

Comments (7)

5/10/12
5/10/12

It isnt really surprising they are more accurate, it is simply statistics. The larger the sample size the more likely them mean is closer to the true value. Especially if a firm is only covered by like 2 wall street firms vs. 500 ppl on that site, then the effect is gonna b huge. Question of course is about the quality of each estimate submitted to the site and whether or not they simply took some research reports estimate and added a few cent.

In reply to KingEastwood
5/11/12

KingEastwood:
It isnt really surprising they are more accurate, it is simply statistics. The larger the sample size the more likely them mean is closer to the true value. Especially if a firm is only covered by like 2 wall street firms vs. 500 ppl on that site, then the effect is gonna b huge. Question of course is about the quality of each estimate submitted to the site and whether or not they simply took some research reports estimate and added a few cent.

But the sample is not unbiased. The site doesn't randomly call 1,000 people off of a list of phone numbers across the US and ask them for earnings estimates. 500 people self-selected and submitted their estimates. So what is surprising is that a large biased sample was more accurate than a small biased sample, though there is no reason (using simple statistics) it should be.

5/11/12

63% is pretty underwhelming and it's such a small sample, but yes, sell side research is going by the way side (at least as a paid service). There's a thread somewhere on here how ER downright plagerize from other banks. Someone still needs to talk to companies but that someone is becoming anyone.

In reply to HumPiranha88
5/11/12

HumPiranha88:
63% is pretty underwhelming and it's such a small sample, but yes, sell side research is going by the way side (at least as a paid service). There's a thread somewhere on here how ER downright plagerize from other banks. Someone still needs to talk to companies but that someone is becoming anyone.

So is this the beginning of the end for ER?
In reply to Khansian
5/11/12

Khansian:
KingEastwood:
It isnt really surprising they are more accurate, it is simply statistics. The larger the sample size the more likely them mean is closer to the true value. Especially if a firm is only covered by like 2 wall street firms vs. 500 ppl on that site, then the effect is gonna b huge. Question of course is about the quality of each estimate submitted to the site and whether or not they simply took some research reports estimate and added a few cent.

But the sample is not unbiased. The site doesn't randomly call 1,000 people off of a list of phone numbers across the US and ask them for earnings estimates. 500 people self-selected and submitted their estimates. So what is surprising is that a large biased sample was more accurate than a small biased sample, though there is no reason (using simple statistics) it should be.

By randomly selecting 1000 numbers across the US and asking them for earnings estimates introduces another bias -> stupidity (ok, I'll be nice and say ignorance of the knowledge domain being questioned, but it's simpler to call someone stupid if they don't know something). Not to mention time of day contact is made, whether home/business/mobile numbers are used, age of people that have the type of phone connection you decide to call, questioning ability of the interviewer, and on the rare chance the person who answered the phone has just been hassled by his step-daughter's first-cousin's second-best-friend about why said step-daughter can't go to a party and therefore he is more likely to decide to provide erroneous data to you because if someone else has ruined his day why should he not do the same to you?

Random selection without first confining your domain in question (i.e. knowledge of macro-economics, business strategy, industry movements ... blah blah list goes on) will introduce bullshit data. May as well randomly select 1000 people and ask them their average period pain on a scale, even the men, if you think random selection should preclude constraining your research domain.

So of course a larger sample of people in the knowledge domain is going to be more accurate than the smaller sample from same knowledge domain due the law of large numbers. So I would have to disagree, it is not surprising that it is more accurate.

And before there is rant on about bias introduced from internet users only being included (because lets face it the interweb and the google machine are incredibly difficult to master), remember using a phone based survey introduces its own set of bias that must be overcome for it to be considered 'random'.

Please don't follow the Infinite monkey theorem when attempting to describe randomness for sampling.

In reply to iValueValue
5/11/12

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