Why getting complicated increases the wealth of nations

July 4th, 2009 3:02am

One of the defining characteristics of the modern economy is that it’s awfully complicated. Even a fairly humble product such as a shirt might incorporate cotton from west Africa, oil from Indonesia to make the polyester in the button (manufactured in China), and designs sketched out by an Italian using American computer software. Then there is the sheer number of products: Eric Beinhocker, author of The Origin of Wealth, reckons there are probably 10 billion distinct products and services available in a modern economic environment such as London, Tokyo or New York. It’s a guess, but a fairly educated one. Beinhocker also estimates that for a traditional hunter-gatherer society, the number is closer to 300.

This would probably not have surprised Adam Smith, who emphasised the importance of specialisation as a source of the wealth of nations. Specialisation and complexity are closely linked: an economy with more specialists is one that requires more teamwork and more distinct interactions between individual activities.

Leaving aside a few complexity theorists such as Beinhocker, this is not the way that most economists think about what makes countries rich. It is not that they disagree, simply that they tend to focus on more easily measurable aggregates, such as the total stock of capital and labour.

The remainder of the article can be read here. Please post comments below.

Dear Economist: Michael Jackson: ticket or refund?

July 4th, 2009 3:01am

Having just read the chapter on game theory in your book, The Undercover Economist, I discovered that Michael Jackson fans (circa 800,000 of them) are being offered the chance to receive their concert tickets as a memento, in place of a refund. I presume the future value of any one ticket will depend almost exclusively on the choices of the other 799,999 fans. To the non-nostalgic fan, who wishes only to see the best financial outcome, what would be your advice based on a game theory analysis?
Patrick Hudson

Dear Patrick,

I think it is safe to assume that if 799,999 fans take the memento ticket, the remaining fan would be better off taking the refund, while if 799,999 fans take the refund and one fan takes the ticket, the ticket will be very valuable. (We must also assume that the concert promoters will not then flood the market with the other 799,999 unwanted tickets.)

From a game theorist’s perspective, the equilibrium solution is clear. Let us say that memento and refund are equally valuable if 100,000 take the memento and 700,000 take the refund. In that case, each fan should independently adopt a “mixed strategy” with a one-eighth probability of taking the memento. (A nerdy hint: roll three dice; there is a one in eight chance that the total is exactly 10.) Every fan will be happy to randomise, because every fan will know that either way, he or she will get something of equivalent value.

I realise all this sounds implausible, and it is. Game theory makes demanding assumptions about human rationality that may not apply to grieving fans. I would pay closer attention to research in economic psychology that suggests people are very unwilling to part with an item once they feel a sense of ownership. A non-nostalgic fan should go for the refund.

Questions to economist@ft.com

NPR Podcast: The economics of cheating on your wife

July 2nd, 2009 9:11am

I did an interview with NPR’s “Planet Money” about what economics can tell you about infidelity. We also covered speed dating, domestic violence and changes in economic methods from Gary Becker to Stevenson and Wolfers. You can listen on the Planet Money site.