Monday, April 30, 2007

Hurray for Brad DeLong

The only one out of the major left wing economist bloggers who's still willing to stand up for free trade!

Among the others, it's not that they are against it, of course, it's just that they... have "concerns". But find me a policy, regarding anything, and I'll find you some "concerns". Current going rate is 2.50$ per relevant "concern". If you buy in bulk you can get a whole ideology at a discount, self contradictory though it may be.

Sunday, April 29, 2007

Money is NOT neutral in the long run.

But who cares!

It just cannot be. To state that money is neutral in the long run is to deny the efficacy of money as a social institution. And it is implausible to think that a social institution of no value whatsoever should survive for so long, be so universally adopted and even engage the attention of so much concern on the part of both the economist and the layman. Quite simply, if money is the “grease” that allows the economy to run smoothly (more or less) then that amount of money in the economy HAS TO have an effect on the overall level of output. This is perhaps best seen with a reductio ad absurdum argument (or what an economist would call a corner solution) where we compare an economy where all trade takes place without money, through barter, to one where money exists. Clearly, the first economy will be subject to the “double coincidence of wants”* problem and production, trade, and consumption will suffer. Money is generally seen as an institution which eliminates this problem which is equivalent to saying that a monetary economy will have higher levels of production, trade and consumption than a non-monetary economy. That’s one corner. The other – the one with an infinite supply of money – is one where surely the thing called “money” will be worthless due to its infinite abundance, hence will not be held by the general public, hence can hardly be designated as “money” in the first place. Therefore this corner amounts in all essentials to the first one, the one where there is no money to speak off. At both corners, production, trade, and consumption have to be low. It isn’t a coincidence that economies with hyperinflation end up resorting to barter exchange, which is always the de facto outside option (the opportunity cost) that a monetary economy faces.



The blue line describes the global optimal stock of money for this economy. The red line indicates the trade/production/exchange/equilibrium for an economy given its stock of money. These activities are low both when the money stock is low (barter economy) or when money is too abundant (hyperinflation). Note that I allow for internal multiple equilibria when away from the corners. At corners though, the comparative statics apply. The green line show some of the possible equilibria for a given money stock.

If at both corners we have low production, trade and consumption, and if both corners resemble each other, and if we think that starting from a position of no money a little bit of it would do some good for the activities in question, and if we also think that from the case where money is infinitely abundant it would do some good for the activities in question to decrease its stock down to a finite level (I’m channeling the ghosts of Veblen and Beckett here) then it follows that there is some intermediate level of money which is optimal for an economy. It’s like a Laffer curve thing – we know that the amount of beneficial economic activity increases when the money stock is too low and is then raised, and we know that the amount increases when it is too high and lowered (note the emphasis on growth rates here). It follows that there is some optimal amount of money. Changing the stock of money enough will generally have an effect upon the level of economic activity and hence, in general, money cannot be neutral regardless of the time frame one focuses on.

Of course it could be true that there is a flat section within that set within which money is neutral. But this is a local proposition, not a global one. The problem essentially reduces to:
Given the shape of the function which describes the dependence of the level of economic activity (or if you’d like, welfare, output, ponies) on the money stock and which then determines the optimal stock of money, how should monetary policy be conducted or the money stock adjusted to ensure that you’re at the maximum?



The dark red curve represents the relationship between welfare/production/exchange/ponies and the money stock before the shock. The light red curve represents the same relationship after a shock to some exogenous variable that for some reason matters (keep in mind, a shift, not a movement along the curve). I drew the diagram in a way so that the optimal Money Stock does not change after the shock takes place. The blue line represents a shock which results in a change in the optimal Money Stock. I forget by this point what the green lines were representin’, if anything.

This is the fundamental controversy which defines the macroeconomics of fluctuations. If there is a flat intermediate section, or something close to it, in the developed economies, then the problem is of intellectual substance, but is actually not really worth thinking much about (which is my personal opinion for the developed economies of the post Great Depression period) and hence we should spend our time thinking about something else (like Growth!)).



The way it probably looks like for a “normal” economy. Most developed economies can be described as “normal”. Most of the disagreements in Macro since the Great Depression have been essentially about the slope of this curve in the intermediate range. And there it’s a good bet it’s close to being flat (semi-neutrality). Meaning the controversies have been pretty much flat and inconsequential for human welfare. Suppose the central bank of a “normal” economy screws up and chooses the green line instead. Do you really care?

At this point I’m starting to think that “cutesy” economics of the Steven Levitt type is way way more consequential and important than what most macroeconomists have been working on for the past 70 years. The “Great Moderation”. WHATEVAH!


• There’s a part of me that doesn’t believe in the “double coincidence of wants” as an explanation for money. Or at least not that that's all you need. If trading is centralized, as in Arrow-Debreu, you really DON’T need money. This is equivalent to saying that there’s a spot where everyone meets to trade at a given time – like a market square, like a Forum of ancient Rome. And money doesn’t completely eliminate the DCW, as anyone who’s ever searched for a particular item that most other people don’t care about quickly realizes (say obscure movies and TV shows from 1970’s Eastern Europe. I’m still looking for someone who has what I want to trade (money) for something that I want to trade for (the TV shows). Search costs matter more than you think.


Coming up next, Wicksell effects and how an increase in the minimum wage could raise the employment:



Within the range where Wicksell effects are possible, an increase in the minimum wage could lead to an increase in employment. On the other hand it could lead to:

Friday, April 27, 2007

My Quantity Theory of ... WHATEVAH!!!

Well I was gonna respond to KNZN over in his comments, but then I thought, hey! Why write stuff up on someone else's blog when I can post it here and feel like I've done my blogging duty for the next few days or so.

So KNZN says he doesn't understand the Quantity Theory of Money because he doesn't understand Velocity of money. Fair enough, it's one of those things that seem deceptively simple yet actually pack in a lot of intellectual powder. I'm not so sure I fully understand it either.

So first, let's get nicky picky.
MV=PY

where
M = Money
V = Velocity of Money
P = Price Level
Y = Real GDP

is the Equation of Exchange. It is an identity which says that the number of transactions in an economy equals... wait for it, wait for it,... the number of transactions in an economy! (Measured as Real GDP).

Strictly speaking the Quantity Theory, as distinct from Equation of Exchange, is a behavioral proposition - that if M changes than the adjustment to keep the identity an identity, at least in the long run, takes place through P. This is QT as laid out by Hume, Copernicus (English language copies of this are actually pretty rare), and, if you read him charitably, Suetonious, the Roman dude (the story about Julius Ceasar looting Egypt and increasing the money stock back in the City of the Seven Hills).

But what is Velocity? To quote KNZN:

Velocity is typically defined as something like “the number of times an average dollar changes hands.”

and in simplest terms:

If all our money took the form of dollar bills, and if we placed a check mark on a dollar bill every time we used it to purchase value added, then the velocity of money would be the number of check marks added to the average dollar bill in a year.


But he says

We don’t have just one denomination of currency; we have many. Most of our transactions are electronic, anyhow. And we don’t put check marks on the currency when we use it.

I say: Yeah but that's not what matters.

If there's only one 100$ bill in the economy which changes hands 3 times per year, and 20 1$ bills, each of which changes hands 20 times per year then:
Money supply is 320$
Nominal GDP = PY = # of transactions = 320$

Which leaves V. Welp, if the 100$ turns over 3 times and each of the 100 1$ bills turns over 20 times than Velocity will be (20+100*3)/101=320/101.

And so we get MV=PY.

Does that seem sketchy to you? Well, it should because the relationship MV=PY is an identity, a tautology. That is we pretty much defined Velocity as that which is needed to make it add up. Let's leave that alone for a moment - the point is that different denominations are not the problem here. Neither is the ability to "check" each dollar bill as it circulates around (and even there, they do have serial numbers). Just like we don't observe every value-added transaction but still manage to come up with a number called GDP, or Y, we don't need to check every bill everytime it changes hands. There are indirect methods of calculating V, the most obvious one being of just calculating PY/M once we can get our definitions of P, M and Y straight (i.e. we don't NEED to calculate V independently). And that's where the trouble comes in.

P is basically the GDP deflator, the ratio of nominal to real GDP. But in calculating "real" GDP we got to settle on a method of choosing a base year, or a weight to average (chain) years and so on. This is gonna throw things of kilter somewhat.

Y (once you have P) is probably the easiest, in some sense, to calculate, by either adding up total expenditure, total incomes, or total value added. If these methods give similar numbers we're getting close. Still it's not a perfect measure.

And so we get to M, which is where all the action and trouble is. The problem with the Equation of Exchange as an identity is not the definition of V (and the fact that we have bills of different denominations does not matter - at least not any more than that we have different goods aggregated to something called Y and their prices to something called P) but the definition of M.

Since the Equation is a statement about transactions, pretty much anything used to make an exchange can be considered money. If I take off my right shoe and somehow manage to convince the bartender at my local pub to trade me a pint of ale for it, then both the shoe and the ale can be considered "money" - they are being used as a Medium of Exchange which is one of the functions of money. However, we generally also want Money to be a numeraire, a Unit of Account, so that we are able to express all the different transactions that take place in a complex economy in common units (dollars, ducats, wampums, cigarettes, big stones up on the hill over yonder). Shoes and ales are not in the same units. Dollars are. So we need to define more precisely by what we mean by Money. This is where all the different definitions of Money come in: M1 as currency plus checkable deposits, M2 as M1 plus savings and time deposits, ... M10 which I believe includes famous works of art, up to M-whatevah! at which point ales and right foot shoes are included. (Note that liquidity - the ease of carrying out transactions - declines with the index. Actually, it's the marginal liquidity which declines, to be precise).

But, as the appropriately named MVPY comments Each M (M1, M2..) have different velocities. This of course comes from dividing PY by a different definition of money and calculating out the needed V. Then you can take logs, differentiate with respect to time and see how this V changes over time. A good portion of why Milton Friedman insisted on M2 as the proper definition of money (If I recall my readings from some years ago correctly) is that that was the M2 which had the smallest changes in V, which fit nicely into the monetarist framework (basically, if V changes a lot the Fed should target interest rates, if not, it should target the money supply, which is what Friedman advocated).

But all the above is a discussion about The Equation of Exchange, NOT the Quantity Theory of Money. There's nothing in there about whether when M changes the variable that does the adjusting is P or M or even V. So even a simple identity can be a lot of trouble - once we start arguing about the Quantity Theory proper it will of course be even worse. I'm just glad I got Copernicus along with Friedman on my side in saying that inflation IS, for all practical purposes, always and everywhere a monetary phenomenon.

---

The second part of KNZN's post actually looks like an independent discovery of the Cambridge-k idea of money demand. You can take the equation of exchange and express it as:

M/P=Y/V

This is still an indentity, engineering. Now we add in the economics. We call M/P the "real balances" and let V=1/k(r) where k is an increasing function of the interest rate. Then we call Y*k(r)=L(Y,r) the liquidity function (or demand for liquidity). Hell, let's just say k=r. Then we get the Principles of Macro M/P=Y/r:



So
MV=PY is the Equation fo Exchange, an identity.
The Quantity Theory is the proposition that at least in the long run, it is the P which adjusts to changes in M.
The Cambridge theory of money demand is that Y/V=L(Y,r) is a money demand function, which in equilibrium, has to equal available real balances (money supply).

QT and CTofMd are based, and derived fropm the EoE, but are not synonymous with it nor are they necessary implications of it, nor are they the same thing.

Okay. Now we can argue about whether P adjusts or Y adjusts to changes in M, and what is the proper definition of money, and how exactly did those big-stones-up-on-the-hill-over-yonder function as money, and why is it that no economic model, neoclassical, heterodox, Austrian, whatever, has a decent theory of money

(obvious problem with the Clower Cash-in-Advance constraint way of introducing money into GE is that it restricts the available number of transactions, hence it cannot be welfare improving. So why have money?. Obvious problem of the Sidrauski Money-in-the-utility-function path is that it's ad hoc and a "reduced form" way to go at best. Anyway, apparantly under fairly general conditions they're the same things and generate "right" behavior, so maybe they're in the "crazy assumption, but works well nonetheless" category, like perfect competition).

But I'll save those arguments for another time, because I have to go and I need to somehow get my right shoe back.

(which is also when I'll add more relevant links to this post)

Sunday, April 22, 2007

The meme

I never do these things but hey, there's always the first time.
Through Economic Investigations

My Favorite Economist: (assuming we’re sticking to living economists) I got interested in Economics by reading Paul Krugman. Once I started studying it seriously it was still Krugman, now sharing a place with Robert Lucas. Then I got into theory for awhile and at that point I was awed (and still am) by Robert Aumann. Then moved on to the mathematically simpler but no less insightful work of Oded Galor on his unified theory of growth and the stuff by Acemoglu on growth, institutions, directed technological change and relationship between economics and democracy.

The Best Economics Writer:For a popular audience, it’s still Krugman (and Friedman). Samuelson’s actually a pretty decent writer but he likes to show of his writing skills too much too often. Greg Clark’s an excellent writer as well.

My Greatest Economics Frustration: Uhhh… it’s still econometrics. I understand a lot more than I did once but still have trouble getting an “intuitive feel” for a lot of the fancy stuff. When I can’t prove something myself or follow a proof through I feel like I don’t fully understand the result. I can follow most mathematical proofs but with econometrics my brain just shuts down. I still sort of use it as a cookbook of recipes.

My Favorite Economics Blogger(s): They’re on right hand side of this blog. They all have strengths and weaknesses.

My Favorite Obscure Economics Concept: (no arbitrage is obscure?). Core convergence? I also think that Intertemporal Elasticity of Substitution/Risk Aversion/Measure of diminishing marginal utility/Elasticity of labor supply with respect to wage – the notorious eta of the Stern report – is way way way more important than people realize. For one thing, there’s some theories about why, for example, we discount the future. I don’t know of any evolutionary or other theories for why we should be risk averse, other than some hand waving about tigers back in the day. But once you start thinking about it, it seems clear that the above areas of economic inquiry; how to allocate consumption over time, how to respond to risk, how does one’s welfare (evolutionary fitness?) increase with consumption and how to allocate your time between working and goofing of are all connected, so in a way it’s no surprise that’s all about one parameter.

My Favorite Economics Book: For textbooks and all I’ll have to go with Mas-Colell, still the most comprehensive and thorough book out there, though I understand where the "too dry" complaints come from. Even though I do mostly macro I still look stuff up in it all the time. There really aren’t that many good macro textbooks out there. I don’t know, maybe Barro and Sala-i-Martin’s economic growth. For popular books … right now I’m reading Benjamin Friedman’s “Moral Consequences of Growth” which is pretty good. Easterly’s books are very good as well.

The Biggest Economics Charlatans: Easy. Steve Keen.

The Greatest Economic Challenge of Our Time: On the theoretical level: I agree with Gabriel on the importance of adding heterogeneity into economic models, without screwing everything up. I’d also add, getting a General Equilibrium-like theory that can meaningfully incorporate market power and non-price taking in many different settings (bringing IO to GE or GE to IO). On the practical level: sorting out the mess that growth and development have become (too many models!) in order to focus on things which we do know, which do work, and which can have actual positive impact on poor countries' economies. Quite a challenge there though.

Wednesday, April 18, 2007

We SHOULD be taxing tall rich men and subsidizing poor short women.
(most ungrammatical post so far)

That's the combined implications of two papers/articles:

Mankiw and Weinzierl
Alesina and Ichino (via Mark Thoma)

Personally, I don't see what the big deal is. What's so crazy about that?

The basic rational goes something like this:

Taxes are distortionary but you gotta raise some revenue.
So how do you max the rev subject to min-ing the dist?
Tax inelastic stuff (like intrinsic ability)
But what if you don't observe the inelastic stuff that matters (like intrinsic ability) but only some inelastic stuff that correlates with the inelastic stuff that matters (like height)?
Well, since we know height is correlated with income and both height and income are observable, height provides information on a person's intrinsic ability (note it does not say that height causes higher ability)
So tax the inelastic stuff that correlates combined with the variable, like income, that you care about.
Also women's labor supply is a lot more elastic than men's. So income taxes on men are more distortionary than on women.

Ergo,
"Optimal Taxation" involves more taxing of the more inelastic folks (men) for the sake of efficiency, more taxing of the richer people for the sake of "equality" and more taxing of the taller folks as a way of getting at the unobservable, inelastic, variable "ability".


Gabriel, and I think Mankiw, want to throw the whole thing out the window at this point.

But
Some taxes are necessary. We can argue about the level. Once we (possibly only hypothetically) agree on that, than it's all about who's gonna pay, there's no way we can avoid making this choice.
Any choice about the distribution of the tax burden essentially involves making a social welfare choice. Even if you say "I don't care who bears this burden" that's just a particular social welfare function. SW(distribution)=constant. Assuming instead that there's diminishing marginal utility of income (dollar to a rich person is worth less then a dollar to a poor person) is not that crazy. If you get that than there's a trade off between efficiency and redistribution if something like labor effort is a choice variable. Add in imperfect observability on the part of tax levying authority of this choice variable and you get the result.

(I've got a bit more thinking to do about the Alesin and and Ichino result - it works for the purposes of maximizing revenue but not necessarily welfare if you take household production into account)

The key thing about the Mankiw and Weinzierl result is that you're not really "taxing height" - you're "imperfectly taxing ability". Once you realize that and you're okay with taxing ability then a good portion of your "fairness" concerns should disappear. It's just Henry George in a brand new suit.


-----
(I've chosen the " " " (i.e. the quotation mark) as the punctuation symbol that I'm gonna wantonly abuse in this post, rather then the paranthases). Well, both. In my defense, I'll just say that Franz Kline is one of my favorite artists.

Of course this view of things could be just due to my economic education making me callous. But hey, logic convinces me and I don't find the premises crazy.

I'm average height. I have nothing to gain or loose on the height thing. I can suck it up and eat it on the gender aspect. This means that I'm a 96.4% objective outsider. Mankiw, who's 6'2'', is obviously suffering from "height guilt".

I hereby claim to be the first blogger ever to have put a quotion mark inside quotation marks. Getting crazy post-modern and all.

Sunday, April 15, 2007

Cheap post/re-post

But it's worth it. Gabriel links to the Walresiad and it's a fun read.

Here's some choice bits:

Yet, dear reader, around the Alpine mountains where no rotten English dogs bark and the air is pristine and filled with utility, where water is more scarce than diamonds, where time is so subjective it seems to fly by in an instant, an Epicurean group had gathered around the aged Menger to chant the magical words of yet another Dutch Jew of Portuguese descent: "The primary and sole foundation of virtue or of the proper conduct of life is to seek our own profit". These words of Baruch Spinoza, from many suitably discounted centuries before, entranced the young Tyroleans. Little Eugen, Friedrich, Ludwig, Josef, Fritz, the young mad baron von Hayek and other irreducibly uncertain boys locked themselves in the ministries and seminar rooms of the Austrian capital and dreamed of following the style of the eternal Spinoza and so build an axiomatic-deductive edifice to explain the ways of markets to men.

and

Long after Wicksell had gone before the Lords of Valhalla to argue his innovative ideas about money circulation, capital-structure and..um..turning convents into profit-maximizing ventures, his visionary legacy proceeded in the hands of his remarkably able students - Myrdal, Lindahl, Ohlin, Lundberg and more. Sadly, these youngsters were nonetheless ignored by most rotten English dogs and indeed, the whole country suddenly disappeared from the economist's atlas - until, years later, some of these students and their friends in high places decided to create a memorial prize to remind the world that Sweden was still there. If only, dear reader, they could remind us of how exciting and innovative it once was as well!

Complete with faux-slander of Joan Robinson

For many years did the land of the Econ, where rarely even a derivative was to be found, thus remain. Your storyteller must sadly report, gentle reader, that this was a time of great silence and boredom indeed - and little but pestilence and inanity is bred in the bosom of boredom. Neoclassical banality followed absurdity, to be exposed only by the occasional symposiums provoked by troublemakers such as the god-in-exile, Sraffa, and a particular woman of imperfect repute.

All this talk of "rotten English dogs" and the impuging of Joan's virtue makes it seem like it was written by Maurice Allais.


Also, the Swedes shoud get some kind of a prize for most economic contributions per capita. Maybe name it after a famous inventor or something.

And here's a finale (for Robert V):

So your tired storyteller must end this saga with a word of caution. Perhaps at this point we should lay down our aspirations for a grand system and allow each of the battalions to roam independently for a while, proceeding on their own, examining each other in passing, learning from each other, each taking what is useful to their particular research program and leaving behind what is not. In time, if the gods are kind, there might be some convergence on some principles and possibly even a few conclusions, so that thereupon the discipline may be a bit more honest and maybe even helpful to humanity at large. But if there is not such a convergence, let us not take arms and violently charge each other in the name of ideological purity - for then we might slaughter and bury much of what is insightful and useful. Let us then listen, reflect critically, and proceed with caution.

Nonetheless, we need not rashly dismiss the dream outright. It is not unthinkable that a new conceptual revolution with the ferocity and thoroughness of the 1871 one could yet happen...and perhaps even sooner than we might expect.

Saturday, April 14, 2007

Inequality and Growth

Even if I have an otherwise crappy day, when I come home and there's a new book from Amazon or a new economic journal sitting in my mailbox, I brighten up considerably. The most recent arrival has been "Inequality and Growth, Theory and Implications" edited by T.S. Eicher and S.J. Turnovsky. It's a good read and highly recommended. Here I'll summarize and discuss the first article in the volume:

Francois BourguignonGrowth Elasticity of Poverty Reduction (last link to the WB version of paper).

The issue is of course the old one - should development focus on growth, or on redistribution? Which one can do more to reduce abject poverty? Well, in order to answer that question we need to have some estimates as to how both growth and inequality affect poverty.

So first, a description of the paper and then some wanton speculation on my part. Just to be clear, here we're talking absolute poverty defined as living on less then 1$/day.

General results from literature – 1% increase in average income reduces absolute poverty by 3% (in World Development Report that elasticity closer to 2). But there is lots of heterogeneity across countries.

Basically this paper decomposes changes in absolute poverty into changes in mean income and changes in relative poverty (inequality) and examines how this elasticity varies by inequality levels and poverty levels (there's some problems with this approach which I might address in later posts).

Here's a table with some examples and summary numbers:



Some caveats – the Gini measure of inequality is not good at comparing economies of different sizes. Specifically under many circumstances, it tends to exaggerate inequality in large countries, like US for example. So in the above list, India probably has a lower level of inequality then the Gini would indicate (which means it’s a very equal country. Very equal and (still) poor country).

As a result if there’s a negative or a reverse-U shape between inequality and growth, in the very inegalitarian countries (Latin America, parts of SS Africa) redistribution is Bonus. For one, it makes for a more equal country, but it is also likely to increase growth. As inequality increases the elasticity of poverty reduction due to growth increases and the potential gains from redistribution (in terms of poverty reduction) are amplified.
________________________________________________________________

summary of the article ends and wanton speculation on my part begins here

________________________________________________________________

What does this mean?

Land.

More specifically land reform, as a prerequisite for development. Acemoglu and Robinson also note the role of unequal land ownership (and hence general unequal distribution of incomes as found in say Latin America) in preventing the transition to democracy and fostering a country’s propensity for revolutions, coups and other social upheavals (which themselves tend to have a negative impact on growth).

Basically, there’s “good” inequality and there’s “bad” inequality, and if you are a person who cares only about poverty/growth but not inequality per se (and to a first order approximation I’m just such a person) then you should worry about the latter but not the former. And the latter is very close tied to land and natural resources.

If you think about which countries are very unequal today, which have had series of revolutions and coups in their history and for which the most plausible case can be made for inequality acting as drag on growth you get the following list:

Most of Latin America, excluding Columbia. Mexico and Argentina for example both enjoyed fairly high economic growth during 19th century, a lot of it financed by European capital. But Mexico ended with a destructive Civil War/Revolution and subsequently a nondemocratic, somewhat populist government. Argentina’s growth ended when foreign capital flows dried up in the wake of WWI and the collapse of “The First Era of Globalization” during the interwar years and the emergence of the populist Peron, alternating with military coups in the aftermath.

Post WWII Mexico saw very uneven growth with periods of improvements alternating with periods of stagnation and occasional regress. Also, for all its populist rhetoric, the Mexican government did not alter the unequal distribution of income very much.

(download this dynamic chart from Sala-i-Martin’s webpage and look at the “three-peaked” distribution of income as late as 1970. It’s only since the early 80’s (and it should be noted, the initiation of pro-market reforms) that Mexico has become more equal though it still remains a “double peaked” country (so is US for that matter, it’s just that the high peak in Mexico is the poor one, whereas it’s the rich one for the US))).

(Yes, parentheses are my favorite punctuation symbol)

Argentina likewise saw stagnation and crises post WWII so that it moved from being ranked in the top 5 richest countries in the late 1800’s to being almost a “middle income” country today (it’s still however one of the richest economies in South America, though Chile’s been catching up).

Both countries basically never fully solved the problem of land reform and the inequality that results from it. In Mexico of course land reform was the main driving force behind Zapata, and because Carranza needed to consolidate his gains by co-opting a portion of rich landowners, they had him killed. Obregon continued Carranza’s land policies. As a result meaningful land reform never got under way. I know somewhat less about the economic history of Brazil but I’m pretty sure it fits the pattern.

Russia: Serfs didn’t get emancipated until second half of 19th century and even then on very unfavorable terms. Land reform and the plight of the peasants was a recurring theme in revolutionary movements throughout late 19th century and early 20th. A good part of the reason for the fall of the liberal democratic Kerensky government in 1917 (aside from its unwillingness to exit WWI) was its inability to carry out land reforms (this parallels the fate of Madero in the Mexican Revolution). While the Bolsheviks initially did make some “meaningful” moves in really redistributing land, the state collectivization of agriculture pretty much ended that resulting in the Great Famine, designed by Stalin as a means of repressing nationalist Ukrainians and stubborn independent mind peasants who had the nerve to expect actual gains from the revolution. After that Russia became the Soviet Union, a communist economy for which the regular rules don’t apply, so the example breaks down at this point.

Sub Saharan Africa: Here of course the key is colonialism. Whatever distribution existed before the Europeans got involved it got trumped by what came afterwards. There’s hardly a need to argue that the distribution of land in most of SS Africa was unequal as that was the very nature of colonialism. While the Western European countries became more democratic and equal back home, in SS Africa, it was Feudalism full throttle (which is why there’s nothing inconsistent about being a capitalist/libertarian anti-imperialist/colonialist. Some annoying lefties since Lenin have insisted that imperialism and capitalism were/are inexorably connected. Today they insist that trade between the poor countries and the rich ones is a form of neo-colonialism. Of course this is all bunk. The colonial system imposed on SSA countries was about as removed from capitalism as you can get without going SU style commie. In the post colonial period this did not change much. Power, and the distribution of land changed but the concentration of it did not. In some cases those who took over the land were former colonial administrators, either European derived, or a privileged native group. In others it was the revolutionaries who drove out the Europeans which got the spoils. In either case SS Africa remained a very unequal place, with at best “land reform” amounting to government ownership of land (Russian style collectivization). If you add in natural resources, of which SS Africa has plenty, into the definition of land the situation becomes even more exacerbated.

I should note here that I do not consider nationalization of land and natural resources by governments, like in SU, many African countries, or more recently in Venezuela to be “land reform”. This could be called “land reform” if the profits and spoils somehow made their way back to “the people” but, for many Public Choice reasons (all of them enumerations on the point “politicians steal like crazy because it is in their interest to do so”) they don’t. On the other hand in US "land reform" took a particularly nasty form.

Of course, in the end all of this is perfectly consistent with both classical and neo-classical economic theory, as well as standard Public Choice and Political Economy ideas. Land is (essentially, relatively) a fixed factor of production hence the ownership of land results in Ricardian rents. Political squabbles and fighting over the control of these rents results in both dissipation of resources (lower growth) but also usually ends up with a ‘winner takes all society’ with high inequality. Hence I would argue that it is not inequality per se that constraints growth and poverty reduction, rather it’s a third factor – the prominence of land/natural resources in the economy – which causes high inequality, low growth and the low elasticity of poverty reduction found in this paper.

There’s some problems with this paper, just as there are with pretty much any measure of ‘inequality’ (i.e. summarizing an entire distribution through a single number like with the Gini) to which I might return in later posts.

Somewhat relevant to this is also Evsey Domar’s The Causes of Slavery or Serfdom: A Hypothesis.(jstor)

By the way the guy with the coolest name ever was one of Zapata's generals.

Monday, April 02, 2007

Are Profs really more petty than students?

This, which I have not read before, has me 75% convinced (that percentage being based on the share of posts which seem whiny, narcissistic, posses an exaggerated sense of entitlement and in general, goofy, as opposed to 25% that seem to be actually insightful). And I say this as someone on the same side of the barricade. I dunno, maybe it's just cuz I'm still new at this and wearin' my rosy colored glasses (or perhaps the memories of all the horrible professors I've had during the course of my education - mostly at the undergrad level, let's face it, Profs take teachin' undergrads way less seriously than teachin' grads - are still fresh in my mind).

And if you think that "undergrads are getting worse every year" then you should note this.

Alright, alright, maybe only 50%.