Armen Alchian has died. Alchian was both clever and wise, an unusual combination. His 1950 paper Uncertainty, Evolution and Economic Theory applied basic insights from evolutionary theory to suggest new approaches to economic ideas. Alchian, particularly with Demsetz, began the analysis of property rights not only what property rights do but how they evolve with changing circumstances (the link goes to Alchian’s entry on this topic in the CEE). Alchian’s textbook with Allen, University Economics which became Exchange and Production, is a classic; never a bestseller among students but avidly read by masters. The Alchian-Allen theorem, sometimes called the third law of demand, continues to bedevil theorists despite its simplicity. I am a fan of his paper Costs and Outputs which generalized some ideas about production and time and inspired Fisher Black. I never met Alchian but have always profited from reading his papers and I was truly grateful and also thrilled when he blurbed my book Entrepreneurial Economics. Fred McChesney has a good appreciation including Alchian’s pioneering event study which was suppressed for national security reasons; Bob Higgs remembers Alchian’s legendary class at UCLA and here is Larry White interviewing William Allen about A Life Among the Econ his memoir of UCLA economics during its glory years.
You can find all of these works and more in Alchian’s Collected Works.
















By way of Cox and McCubbins, the paper by Alchian and Demsetz’s on team production (“Production, Information Costs, and Economic Organization”) has done a lot to influence the study of legislative politics.
Rest in peace
Just read the Alchian-Allen theorem. That’s a great logical tool.
I’d never heard of the Alchian-Allen theorem before though the principle is obvious once I read about it. Would also apply to labor, no? Adding a fixed cost to labor (say, health care costs) makes firms go for higher-quality employees since they’re now comparatively less expensive?
Not only does it apply but it helps provide a public choice explanation for minimum wages and labor regulation. Such rules add costs that favor high salary, high productivity jobs often requiring more credentials. Those who want to skew the market towards their areas might want to promote regulations that ostensibly “help the poor” while really serving to bolster the market for their “non-poor” services.
Or raise the minimum wage makes more expensive (and productive) workers preferable.
It could as well make the perceived standard of living higher. If say building standards are increased, the higher costs will incent people to spend more than they otherwise would have on other things, creating a perception of a higher standard of living. This is alright as long as the ability to pay exists. Otherwise, it won’t be done at all.
This anecdote always sticks out at me:
This is in “Principles of Professional Advancement,” Economic Inquiry Jul 96, Vol. 34 Issue 3, p 520. Here’s a longer excerpt regarding his work at RAND:
Three is a curious story about Alchian from his work at RAND and from just after his seminal 1950 paper. He participated in the original prisoner’s dilemma game experiments run by the mathematicians Dresher and Flood, even prior to its being named by Al Tucker, John Nash’s major professor. The original experiments involved 100 repeated rounds. Alchian was one of the subjects along with a mathematician. Apparently the mathemetician was the first to try to cooperate, with Alchian taking his sweet time about reciprocating, but eventually did so, although this would break down just before the end, as expected. Nash was visiting at RAND at the time and was so upset at the failure of the subjects to follow his equilibrium and just defect all the time that he reportedly turned from working on game theory. As it was, in the experiment when the mathematician was trying to cooperate and Alchian was being the rational economic agent that Nash approved of, the mathematician reportedly became upset and asked somebody, “What is the matter with this guy? Can’t he figure out what is the best thing for both of us to do?” In any case, he did so eventually.
What a great story, thanks!
Barkley, Thanks for the great story. I think Sylvia Nasar tells it in A Beautiful Mind, but I don’t remember if it has that degree of detail.
Best,
David (a former Alchian student)
You are both welcome. Yes, it is in A Beautiful Mind, although the details about Albert W. Tucker are not. As it is, I knew him personally. He passed through RAND at the time the experiments were being done and his student, Nash, was getting all upset. Indeed, it was Tucker who got Nash into RAND in the first place, his one link with the military, which the movie blows up into a big, if delusional, thing. Tucker first gave the game its name in an address to the American Psychology Association shortly after Dresher and Flood did their experiments. I also note that Tucker completely disappears in the movie version of A Beautiful Mind. They make the Judd Hirsh character be his major prof, who also is Chair when Nash arrives at Princeton and gives a speech about math and the military. That was actually Solomon Lefschetz, who also coined the word, “topology.” Later, when Nash returns to Princeton to lurk about being the “Ghost of Fine Hall,” they have his best friend and rival from grad school be the department chair who helps support hiim. In real life that friend was the great John Milnor, but it was Al Tucker who was the department chair who quietly supported Nash at the time. It might also be noted that the leading advocate for Nash to get the Nobel was Harold Kuhn, who with Tucker proved the Kuhn-Tucker theorem, of some significance in micro theory.
I remember reading that online a while back, but most links to it now don’t work. The actual comments of each player on each round (plus an analysis of what was going on) can be viewed here:
http://web.archive.org/web/20080513211155/http://www.j-bradford-delong.net/economists/prisoners_dilemma.html
It was Poundstone where I read about the story.
And to think, I could have had Alchian, a giant in his field, for Econ 1,
Instead I got Sowell, a lilliputian…
The opposite of Lilliputian is Brobdingnagian, you Lilliputian.
Notice the lack of capitalization?
lil·li·pu·tian
/ˌliləˈpyo͞oSHən/
Noun:
A trivial or very small person or thing.
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