Unexpectedly Intriguing!
August 20, 2015
WSJ - Paul Romer Quote - Source: http://www.scoopnest.com/user/WSJecon/633367461866401792

Economist Paul Romer recently made waves in his profession after he recognized the increasing use of misleading math by others in his profession, most often in the attempt to pursue a political or ideological agenda, has gotten to the point where it is obstructing progress in the field.

In doing so, he introduced the concept of "mathiness", which the Wall Street Journal summarized as follows:

In his paper, “Mathiness in the Theory of Economic Growth,” he described how “mathiness uses a mixture of words and symbols, but instead of making tight links, it leaves ample room for slippage.” If this sloppiness or even intellectual dishonesty continues, he warns, mathematical models will lose their explanatory and descriptive power. Instead, he writes, “Presenting a model is like doing a card trick. Everybody knows there will be some sleight of hand.”

How can we cut through the sleight of hand? Marianne Freiberger recently explored why proofs matter so much to mathematicians, but the arguments directly apply to economic analysis, and point to how increased challenges to politically-motivated flawed reasoning to get to the real truth:

In everyday life, when we're not just being completely irrational, we generally use two forms of reasoning. One of them, called inductive reasoning, involves drawing a general conclusion from what we see around us. For example, if all the sheep you have ever seen were white, you might conclude that all sheep are white. This form of reasoning is very useful — scientists form their theories based on the observations they make in a similar way — but it's not water tight. Since you can't be sure that you have seen every single sheep in the Universe, you can never be sure that there isn't a black one hiding somewhere, so you can't be sure your conclusion is really true. If you use inductive reasoning, you have to be open to revising your conclusion when new evidence comes to light, and that's what scientists generally do.

The other form of reasoning, called deductive reasoning, goes the other way around. You start from a general statement you know for sure is true and draw conclusions about a specific case. For example, if you know for a fact that all sheep like to eat grass, and you also know that the creature standing in front of you is a sheep, then you know with certainty that it likes grass. This form of reasoning is water tight. It can only go wrong if your premise is false, that is if you're wrong about all sheep liking grass, or if your observation is wrong, that is, the creature you're looking at is not actually a sheep. But if those two things are correct, then your conclusion follows necessarily from your premise: it is true everywhere and for eternity....

Mathematics is perhaps the only field in which absolute certainty is possible, which is why mathematicians hold proofs so dearly. Also, if we don't insist on proofs, mistakes can creep in that aren't easily spotted otherwise.

How might that be done in economics? We would suggest that the three imperatives, or rather, "economics in 10 words", that Peter Gordon uses to introduce economics to new students might provide an effective starting point for challenging those economists whose misuse of math and use of misleading data discredit both themselves and their profession:

Many econ professors know that some students only pay attention for the first few minutes of any course. So, some immediately tell them that it all boils down to three imperatives (ten little words). 1) at what cost? 2) compared to what? and 3) how do you know?

We think that it will be the "compared to what" and "how do you know" parts of those three imperatives that will most often trip up the deliberately deceptive economist. And to that end, we can apply our checklist for how to detect junk science for going about challenging the flawed work of such politically or ideologically-driven hacks.

The bad news is that we suspect that the people most likely to be engaged in that kind of misconduct will also tend to be highly unpleasant people, who may in fact be "completely irrational", to borrow Marianne Freiberger's phrasing.

On the other hand, it might be instructive to see how far such people are willing to go to deny reality to preserve their agenda.

Image Credit: Scoopnest.

Labels: ,

About Political Calculations

Welcome to the blogosphere's toolchest! Here, unlike other blogs dedicated to analyzing current events, we create easy-to-use, simple tools to do the math related to them so you can get in on the action too! If you would like to learn more about these tools, or if you would like to contribute ideas to develop for this blog, please e-mail us at:

ironman at politicalcalculations.com

Thanks in advance!

Recent Posts

Stock Charts and News

Most Popular Posts
Quick Index

Site Data

This site is primarily powered by:

This page is powered by Blogger. Isn't yours?

CSS Validation

Valid CSS!

RSS Site Feed

AddThis Feed Button


The tools on this site are built using JavaScript. If you would like to learn more, one of the best free resources on the web is available at W3Schools.com.

Other Cool Resources

Blog Roll

Market Links

Useful Election Data
Charities We Support
Shopping Guides
Recommended Reading
Recently Shopped

Seeking Alpha Certified

Legal Disclaimer

Materials on this website are published by Political Calculations to provide visitors with free information and insights regarding the incentives created by the laws and policies described. However, this website is not designed for the purpose of providing legal, medical or financial advice to individuals. Visitors should not rely upon information on this website as a substitute for personal legal, medical or financial advice. While we make every effort to provide accurate website information, laws can change and inaccuracies happen despite our best efforts. If you have an individual problem, you should seek advice from a licensed professional in your state, i.e., by a competent authority with specialized knowledge who can apply it to the particular circumstances of your case.