Professor talks at exponential rate
Article about Al Bartlett
by Todd Neff, Daily Camera, January 25, 2005
Albert Bartlett has given the same presentation 1,540 times.
That's the equivalent of once a day, every day, for more than four years. But the 81-year-old physics professor emeritus at the University of Colorado has spread things out a bit. He has been teaching his lesson on the power — and danger — of exponential growth since 1969.
This week, he's presenting "Arithmetic, Population and Energy: Sustainability 101" four times — twice at CU in Boulder, once at CU-Denver, and, on Friday, at California State University, Fresno. He expects to present it between 30 and 40 times this year, mostly at CU-Boulder.
He has been busier. In 1979, he gave the speech 132 times.
"That was too much," Bartlett said last week from his Boulder home.
In 1987, he gave it seven times in a single day, to high school students in Brush. At that pace, he could have knocked out all 1,540 in about seven months, including weekends.
These statistics — and many, many others — are in a book published last year. It's called "The Essential Exponential!: For the Future of Our Planet." Compiled by Bartlett devotees at the University of Nebraska at Lincoln, it is a compendium of journal articles by Bartlett and others with the same message: exponential growth of human population and natural-resource consumption can't happen forever.
It's all in the mathematics of compound growth. For investors, a constant 7 percent return doubles your capital in 10 years. But the same dynamic can be calamitous to the environment, Bartlett contends.
For example, a population of 10,000 growing at a constant 7 percent rate will hit 10 million a century later.
Robert Malthus, who in a 1798 essay predicted mass starvation because population growth was outstripping food production, was a major intellectual influence on Bartlett.
The agricultural revolution has only delayed the problem, Bartlett says. More people are starving today than ever, and per-capita global grain production has been falling since the 1980s, he said. Further, the engine of all this crop growth is petroleum-based fertilizer, and oil is a finite resource whose production peak could be happening now, Bartlett said. (More sanguine forecasters estimate global peak oil production in 2035.)
He likes to cite the late economist Kenneth Boulding's "Dismal Theorem," which says: "If the only ultimate check on growth of populations is misery, the population will grow until it is miserable enough to stop its growth."
Boulding, for the record, also had a "Moderately Cheerful Form of the Dismal Theorem," which says, if humanity can react to forces other than misery and starvation, we'll be just fine.
Bartlett believes such proactivity hinges on ending the widespread "innumeracy" — illiteracy with numbers — with respect to the hard truths of exponential growth.
He says capitalism can survive without population growth. The fertility rates in Italy and Spain have long been below replacement, he notes.
"It's not been a disaster," Bartlett said.
Bartlett rails against population growth, which, he says, "never pays for itself." He says building more reservoirs and highways doesn't solve problems, but rather invites even more growth and bigger hurdles down the road. Politicians lack the will to view population growth as something to be avoided and not invited, he says.
Bartlett has many fans and admirers, especially among scientists who appreciate a scientific message delivered in a memorable, blunt and funny way, said Larry Nation, communications director of the American Association of Petroleum Geologists, which hosted a Bartlett presentation at a convention in Dallas last year.
"He sat down in a chair and you felt like you were talking to your uncle, who by God is going to tell you how the cow eats cabbage," Nation said.
But doesn't Bartlett ever tire of saying the same thing — however interesting — over and over and over?
"I feel sort of like Billy Graham. I'm an evangelist. You've got to get it out to the people," Bartlett said. "I'll do it as long as I can."
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