Thursday, November 8, 2007

Apparently I am a Millennial


I am one of the first Millennials. I'm not quite sure I know what that means. According to what I've read, it means that I kick ass... right? Well, I already knew that! What I'm not so sure about is that it means other people between the ages of 8 and 27 also kick ass. I guess though, if I was to pin my hopes for the future on anyone, I would choose us over the Generation Xers and baby boomers any day of the week, and not just because I'm one of us and (as I just pointed out) I kick ass.

We are also called generation Y. I don't like this name, if only because it ties us to Generation X (also a name I don't like). Really though, I don't like it because I can see the "generation why?" or "generation y?" headlines written by people who think they're ever so clever. Really, though, I just don't like classifying people by birth years. It reminds me way too much of the Chinese Zodiac... where I'm a monkey by the way (which also means that I kick ass!).

I actually rally against some of the things that I'm told are characteristic of my generation. For instance, I do not believe selfishness is a problem. I think it's the only viable solution. I'm also not group oriented. Let me do my job, and you do yours... and let me tell you how to do yours better... and let me get upset whenever you don't do it that way and it fails miserably. Anyway, I wouldn't say all Generation Xers are the same, and not all Baby Boomers refuse to age gracefully. (I still do, however, blame Baby Boomers for almost all social problems present today. What a bunch of whiny babies!!!)

Speaking of babies, my son (Winston Grey Smith) is just over 2and 1/2 months old today, which is why the blogging has died down considerably. There are more planned, so don't worry. In fact, if my lack of blogging caused you any worry at all, you should probably check with someone about how your life is going. Soon I will cover such topics as "noise" "the evils of president hugo chavez" and "despite my current status as a member, why I don't like the ALA."

Sorry this one wasn't very library-ish, but the new one's will tie in, I promise.

Monday, October 8, 2007

A History(?) of Government Spending


I'm borrowing information for this blog. After you read this, which you should, think over the last line, and then remember that my explanation is one of growing laziness. We let people know that they didn't have to do as much as they thought they did, and they liked it! It's like when I came home from school with the first "C" I'd ever gotten (8th grade algebra- I still think homework shouldn't count as a grade!) and didn't get in trouble for it. I never worked hard to get an "A" again in high school.


By the way, let me formally state here that I think high school should become an accepted compound word, and I should be able to spell it "highschool" if I so choose.

Anyway, read on about the history(?) of government spending.


"Government Spending

by Gordon Tullock

In most countries government spending has grown quite rapidly in recent decades. Chart 1 shows U.S. federal spending as a percentage of gross national product from 1790 to 1990. Chart 2 shows Sweden's central government expenditures as a percent of GNP. Although not many countries have such long data series, these countries apparently are typical. As the charts show, the central government's share of the economy was remarkably stable for nearly 150 years but grew quite rapidly throughout the latter two-thirds of the 20th century.

U.S. Government Spending
Chart 1. U.S. Government Spending
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Swedish Government Spending
Chart 2. Swedish Government Spending
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In the past, government spending increased during wars and then typically took some time to fall back to its previous level. Because the effects of World War I were not totally gone by 1929, the line for the United States from 1790 to 1929 has a very slight upward slant. But in the second quarter of the twentieth century, government spending began a rapid and steady increase. While economists and political scientists have offered many theories about what determines the level of government spending, there really is no known explanation for either part of this historical record.

The data contradict several prominent economic theories about why government spending as a percent of GNP grows. One such theory is presented by British economists Alan Peacock and Jack Wiseman, who suggest a "ratchet effect." If a war, say, raises expenditures, expenditures after the war will not fall all the way back to their prewar level. Thus the name "ratchet effect." This theory cannot explain the long period of stable government expenditures before 1929. Nor can it explain the steady growth since 1953.

The "leviathan" theory holds that governments try to get control of as much of the economy as possible. Obviously, the leviathan theory is inconsistent with the early decades of stable government spending. Moreover, this theory also would imply sharp increases in government spending followed by leveling off when the maximum size of government has been reached. But this is not what we see after 1945. Wagner's law—named after the German economist Adolph Wagner (1835-1917)—states that the growing government share of GNP is simply a result of economic progress. Wagner propounded it in the 1880s. However, the forty years of stability after that time would seem to rule out his theory.

Another theory, propounded by William J. Baumol, is that productivity in the private sector increases, but public-sector productivity stagnates. Therefore, says Baumol, for the government to maintain a suitable level of services per person, government spending must grow as a percent of GNP. Even granting his view of relative efficiency, Baumol's theory certainly does not explain the nongrowth of government spending before 1929. Indeed, all theories of growth to date fail to explain either the many early decades of stable government spending or the growth of government spending after 1953—or both.

The relatively smooth growth of government after 1953 is particularly hard to explain. We would anticipate that if the government took on new responsibilities, government spending would rise sharply and then stay level after these responsibilities had been fully absorbed. But in fact, spending did not rise sharply, nor did it level off.

Considering what governments spend money on may help. Government spending on so-called public goods, national defense and police, for example, is sometimes blamed. But American military expenditures have shrunk as a share of the GNP—from 13.8 percent in 1953 to 6.3 percent in 1988. Spending on police is mainly a local expenditure and, at under 1 percent of GNP, is too small in any event. Expenditures on most other public goods have also grown slowly. Of the 1991 federal budget, 43 percent is direct benefit payments to individuals, 14 percent is for interest, and 25 percent is military spending. This leaves only 18 percent for general public goods. Further, two-thirds of the remaining 18 percent is grants to local governments. This leaves only 6 percent for the rest of the federal government. Clearly we must look elsewhere.

It is frequently asserted that the government spends much in helping the poor. Although the government does do so, the bulk of all transfer payments go to people who are relatively well off.

Economists trying to explain government spending have recently attributed it to special interest coalitions lobbying the government to transfer wealth to them. The term economists use to describe such lobbying is "rent-seeking." Rent-seeking certainly has grown. The farm program, for example, did not even exist in 1929. It now absorbs about $30 billion a year. The elaborate water control projects in the West cost the general taxpayer a high multiple of the benefits to the relatively small groups of beneficiaries. Both are the result of rent-seeking.

"Rent-seeking," therefore, may explain the long, more or less steady rise in government spending as a fraction of GNP. Political rules may limit the government's ability to hand out money to more than a few new pressure groups in each session of Congress. If so, we would expect the long, gradual increase in government spending that we observe. It cannot be said, however, that the data prove this particular theory; in fact, it cannot even be said that this particular theory is a very good one. It certainly does not explain the long level period from 1790 to 1929.

The bottom line is that governments have grown in recent decades, that they did not do so earlier, and that economists do not really know why.

About the Author
Gordon Tullock is a professor of law and economies at George Mason University. Together with James M. Buchanan, he pioneered the field of public choice economics.

Further Reading

Baumol, William J. "The Macroeconomics of Unbalanced Growth: The Anatomy of the Urban Crisis." American Economic Review 57 (June 1967): 415-26.

Borcherding, Thomas, ed. Budgets and Bureaucrats. 1977.

Higgs, Robert. Crisis and Leviathan. 1987."

http://www.econlib.org/Library/Enc/GovernmentSpending.html

Monday, October 1, 2007

I Might Actually Pay Myself to Work

It's true, I might actually pay part of my own salary, isn't that a little silly? Now, I don't live in the city where I work, so my property taxes don't go to paying my salary, but what about my federal income tax that trickles down in the form of grants and other such things?

It's not just librarians either. What about teachers who live in the district where they work? Or firemen, or cops, or environmental investigators, or G-men? Doesn't this seem like a massive hemorrhage of money? Why should someone who's salary is paid for through income tax, have to pay income tax? They (or rather, we) pay our taxes so that someone else can tally them up (and get paid to do it!) and then give them back in the form of wages. Surely it would make more sense to simply not take the money out in the first place, and adjust our wages accordingly.
How hard would it be to discover how much money a government worker is paying themselves and get rid of it. It's a wash. Actually, what should be a zero sum game is not. Am I alone thinking this is extremely inefficient?

In relation to libraries, I'm just wondering how much money could be saved (here to be read as "spent on other expenses") if we take out the cost of this middle man. Unfortunately, I'm not good enough at math (here to be read "I'm much too lazy") to figure it out. But, on the surface, doesn't it seem to just make sense? Anyone?